How do you simplify the square root of 11 + 2 the square root of 11?
#color(white)("XXX")3sqrt(11)
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ToTo simplifyTo simplify theTo simplify the expression sqrtTo simplify the expression √To simplify the expression sqrt(To simplify the expression √11To simplify the expression sqrt(11To simplify the expression √11 +To simplify the expression sqrt(11)To simplify the expression √11 + To simplify the expression sqrt(11) +To simplify the expression √11 + 2To simplify the expression sqrt(11) + 2To simplify the expression √11 + 2√To simplify the expression sqrt(11) + 2sqrtTo simplify the expression √11 + 2√11To simplify the expression sqrt(11) + 2sqrt(To simplify the expression √11 + 2√11,To simplify the expression sqrt(11) + 2sqrt(11To simplify the expression √11 + 2√11, youTo simplify the expression sqrt(11) + 2sqrt(11),To simplify the expression √11 + 2√11, you combineTo simplify the expression sqrt(11) + 2sqrt(11), youTo simplify the expression √11 + 2√11, you combine likeTo simplify the expression sqrt(11) + 2sqrt(11), you canTo simplify the expression √11 + 2√11, you combine like termsTo simplify the expression sqrt(11) + 2sqrt(11), you can combineTo simplify the expression √11 + 2√11, you combine like terms.To simplify the expression sqrt(11) + 2sqrt(11), you can combine likeTo simplify the expression √11 + 2√11, you combine like terms. ThisTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like termsTo simplify the expression √11 + 2√11, you combine like terms. This meansTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms.To simplify the expression √11 + 2√11, you combine like terms. This means youTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. SinceTo simplify the expression √11 + 2√11, you combine like terms. This means you addTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since bothTo simplify the expression √11 + 2√11, you combine like terms. This means you add theTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both termsTo simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficientsTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms haveTo simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (To simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrtTo simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (theTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbersTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers inTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11),To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in frontTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), youTo simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front ofTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you canTo simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of theTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can addTo simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the squareTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add theTo simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots)To simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) togetherTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (theTo simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. InTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers inTo simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In thisTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in frontTo simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this caseTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front ofTo simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case,To simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrtTo simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √To simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11To simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)).To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 andTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). SoTo simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and To simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So,To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2To simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√To simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11To simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11)To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 areTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) +To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are likeTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like termsTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms becauseTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrtTo simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because theyTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both haveTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies toTo simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have theTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term,To simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, whichTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 +To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which isTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 + 2To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which is √To simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 + 2)sTo simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which is √11To simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 + 2)sqrtTo simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which is √11.To simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 + 2)sqrt(To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which is √11. AddingTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 + 2)sqrt(11To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which is √11. Adding theTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 + 2)sqrt(11),To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which is √11. Adding the coefficientsTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 + 2)sqrt(11), whichTo simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which is √11. Adding the coefficients,To simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 + 2)sqrt(11), which equalsTo simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which is √11. Adding the coefficients, youTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 + 2)sqrt(11), which equals To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which is √11. Adding the coefficients, you getTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 + 2)sqrt(11), which equals 3To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which is √11. Adding the coefficients, you get To simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 + 2)sqrt(11), which equals 3sqrtTo simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which is √11. Adding the coefficients, you get 1To simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 + 2)sqrt(11), which equals 3sqrt(To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which is √11. Adding the coefficients, you get 1 +To simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 + 2)sqrt(11), which equals 3sqrt(11To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which is √11. Adding the coefficients, you get 1 + To simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 + 2)sqrt(11), which equals 3sqrt(11).To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which is √11. Adding the coefficients, you get 1 + 2To simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 + 2)sqrt(11), which equals 3sqrt(11). ThereforeTo simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which is √11. Adding the coefficients, you get 1 + 2 =To simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 + 2)sqrt(11), which equals 3sqrt(11). Therefore,To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which is √11. Adding the coefficients, you get 1 + 2 = 3To simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 + 2)sqrt(11), which equals 3sqrt(11). Therefore, theTo simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which is √11. Adding the coefficients, you get 1 + 2 = 3.To simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 + 2)sqrt(11), which equals 3sqrt(11). Therefore, the simplifiedTo simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which is √11. Adding the coefficients, you get 1 + 2 = 3. SoTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 + 2)sqrt(11), which equals 3sqrt(11). Therefore, the simplified expressionTo simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which is √11. Adding the coefficients, you get 1 + 2 = 3. So,To simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 + 2)sqrt(11), which equals 3sqrt(11). Therefore, the simplified expression isTo simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which is √11. Adding the coefficients, you get 1 + 2 = 3. So, theTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 + 2)sqrt(11), which equals 3sqrt(11). Therefore, the simplified expression is To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which is √11. Adding the coefficients, you get 1 + 2 = 3. So, the simplifiedTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 + 2)sqrt(11), which equals 3sqrt(11). Therefore, the simplified expression is 3sqrtTo simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which is √11. Adding the coefficients, you get 1 + 2 = 3. So, the simplified expressionTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 + 2)sqrt(11), which equals 3sqrt(11). Therefore, the simplified expression is 3sqrt(To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which is √11. Adding the coefficients, you get 1 + 2 = 3. So, the simplified expression isTo simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 + 2)sqrt(11), which equals 3sqrt(11). Therefore, the simplified expression is 3sqrt(11To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which is √11. Adding the coefficients, you get 1 + 2 = 3. So, the simplified expression is To simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 + 2)sqrt(11), which equals 3sqrt(11). Therefore, the simplified expression is 3sqrt(11).To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which is √11. Adding the coefficients, you get 1 + 2 = 3. So, the simplified expression is 3To simplify the expression sqrt(11) + 2sqrt(11), you can combine like terms. Since both terms have sqrt(11), you can add the coefficients (the numbers in front of sqrt(11)). So, sqrt(11) + 2sqrt(11) simplifies to (1 + 2)sqrt(11), which equals 3sqrt(11). Therefore, the simplified expression is 3sqrt(11).To simplify the expression √11 + 2√11, you combine like terms. This means you add the coefficients (the numbers in front of the square roots) together. In this case, √11 and 2√11 are like terms because they both have the same radical term, which is √11. Adding the coefficients, you get 1 + 2 = 3. So, the simplified expression is 3√11.
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When evaluating a one-sided limit, you need to be careful when a quantity is approaching zero since its sign is different depending on which way it is approaching zero from. Let us look at some examples.
When evaluating a one-sided limit, you need to be careful when a quantity is approaching zero since its sign is different depending on which way it is approaching zero from. Let us look at some examples.
When evaluating a one-sided limit, you need to be careful when a quantity is approaching zero since its sign is different depending on which way it is approaching zero from. Let us look at some examples.
When evaluating a one-sided limit, you need to be careful when a quantity is approaching zero since its sign is different depending on which way it is approaching zero from. Let us look at some examples.
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