85% of what number is 45?

Answer 1

#85%# of #900/17# is #45#

#85%# is equivalent to #85/100#
Let #85%=85/100# of #x# be #45#
Hence #85/100xx x=45# or
#85/100xx x xx100/85=45xx100/85# or
#cancel85/cancel100xx x xxcancel100/cancel85=45xx100/85# or
#x=45xx100/85# or
#x=5xx9xx100/(5xx17)# or
#x=cancel5xx9xx100/(cancel5xx17)# or
#x=9xx100/17=900/17#
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Answer 2

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[ 0.85x = 45 ]

Then solve for (x):

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[0.85 \times x = 45]

Where (x) represents the unknown number.

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[x = \frac{45}{0.85}]

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[ 0.85x = 45 ]

Then solve for (x):

[ x = \frac{45}{0.85} ]

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[0.85 \times x = 45]

Where (x) represents the unknown number.

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[x = \frac{45}{0.85}]

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[ 0.85x = 45 ]

Then solve for (x):

[ x = \frac{45}{0.85} ]

[ x ≈ \frac{45}{0.85} ≈ 52To find what number represents 85% of another number, you can set up the equation:

[0.85 \times x = 45]

Where (x) represents the unknown number.

Now, solve for (x):

[x = \frac{45}{0.85}]

[x \approx 52.94\To find 85% of a number that equals 45, you can set up the equation:

[ 0.85x = 45 ]

Then solve for (x):

[ x = \frac{45}{0.85} ]

[ x ≈ \frac{45}{0.85} ≈ 52.To find what number represents 85% of another number, you can set up the equation:

[0.85 \times x = 45]

Where (x) represents the unknown number.

Now, solve for (x):

[x = \frac{45}{0.85}]

[x \approx 52.94]

To find 85% of a number that equals 45, you can set up the equation:

[ 0.85x = 45 ]

Then solve for (x):

[ x = \frac{45}{0.85} ]

[ x ≈ \frac{45}{0.85} ≈ 52.94To find what number represents 85% of another number, you can set up the equation:

[0.85 \times x = 45]

Where (x) represents the unknown number.

Now, solve for (x):

[x = \frac{45}{0.85}]

[x \approx 52.94]

SoTo find 85% of a number that equals 45, you can set up the equation:

[ 0.85x = 45 ]

Then solve for (x):

[ x = \frac{45}{0.85} ]

[ x ≈ \frac{45}{0.85} ≈ 52.94 \To find what number represents 85% of another number, you can set up the equation:

[0.85 \times x = 45]

Where (x) represents the unknown number.

Now, solve for (x):

[x = \frac{45}{0.85}]

[x \approx 52.94]

So,To find 85% of a number that equals 45, you can set up the equation:

[ 0.85x = 45 ]

Then solve for (x):

[ x = \frac{45}{0.85} ]

[ x ≈ \frac{45}{0.85} ≈ 52.94 ]

To find what number represents 85% of another number, you can set up the equation:

[0.85 \times x = 45]

Where (x) represents the unknown number.

Now, solve for (x):

[x = \frac{45}{0.85}]

[x \approx 52.94]

So, To find 85% of a number that equals 45, you can set up the equation:

[ 0.85x = 45 ]

Then solve for (x):

[ x = \frac{45}{0.85} ]

[ x ≈ \frac{45}{0.85} ≈ 52.94 ]

SoTo find what number represents 85% of another number, you can set up the equation:

[0.85 \times x = 45]

Where (x) represents the unknown number.

Now, solve for (x):

[x = \frac{45}{0.85}]

[x \approx 52.94]

So, 85To find 85% of a number that equals 45, you can set up the equation:

[ 0.85x = 45 ]

Then solve for (x):

[ x = \frac{45}{0.85} ]

[ x ≈ \frac{45}{0.85} ≈ 52.94 ]

So,To find what number represents 85% of another number, you can set up the equation:

[0.85 \times x = 45]

Where (x) represents the unknown number.

Now, solve for (x):

[x = \frac{45}{0.85}]

[x \approx 52.94]

So, 85%To find 85% of a number that equals 45, you can set up the equation:

[ 0.85x = 45 ]

Then solve for (x):

[ x = \frac{45}{0.85} ]

[ x ≈ \frac{45}{0.85} ≈ 52.94 ]

So, To find what number represents 85% of another number, you can set up the equation:

[0.85 \times x = 45]

Where (x) represents the unknown number.

Now, solve for (x):

[x = \frac{45}{0.85}]

[x \approx 52.94]

So, 85% ofTo find 85% of a number that equals 45, you can set up the equation:

[ 0.85x = 45 ]

Then solve for (x):

[ x = \frac{45}{0.85} ]

[ x ≈ \frac{45}{0.85} ≈ 52.94 ]

So, 85To find what number represents 85% of another number, you can set up the equation:

[0.85 \times x = 45]

Where (x) represents the unknown number.

Now, solve for (x):

[x = \frac{45}{0.85}]

[x \approx 52.94]

So, 85% of approximatelyTo find 85% of a number that equals 45, you can set up the equation:

[ 0.85x = 45 ]

Then solve for (x):

[ x = \frac{45}{0.85} ]

[ x ≈ \frac{45}{0.85} ≈ 52.94 ]

So, 85%To find what number represents 85% of another number, you can set up the equation:

[0.85 \times x = 45]

Where (x) represents the unknown number.

Now, solve for (x):

[x = \frac{45}{0.85}]

[x \approx 52.94]

So, 85% of approximately To find 85% of a number that equals 45, you can set up the equation:

[ 0.85x = 45 ]

Then solve for (x):

[ x = \frac{45}{0.85} ]

[ x ≈ \frac{45}{0.85} ≈ 52.94 ]

So, 85% ofTo find what number represents 85% of another number, you can set up the equation:

[0.85 \times x = 45]

Where (x) represents the unknown number.

Now, solve for (x):

[x = \frac{45}{0.85}]

[x \approx 52.94]

So, 85% of approximately 52To find 85% of a number that equals 45, you can set up the equation:

[ 0.85x = 45 ]

Then solve for (x):

[ x = \frac{45}{0.85} ]

[ x ≈ \frac{45}{0.85} ≈ 52.94 ]

So, 85% of approximatelyTo find what number represents 85% of another number, you can set up the equation:

[0.85 \times x = 45]

Where (x) represents the unknown number.

Now, solve for (x):

[x = \frac{45}{0.85}]

[x \approx 52.94]

So, 85% of approximately 52.To find 85% of a number that equals 45, you can set up the equation:

[ 0.85x = 45 ]

Then solve for (x):

[ x = \frac{45}{0.85} ]

[ x ≈ \frac{45}{0.85} ≈ 52.94 ]

So, 85% of approximately To find what number represents 85% of another number, you can set up the equation:

[0.85 \times x = 45]

Where (x) represents the unknown number.

Now, solve for (x):

[x = \frac{45}{0.85}]

[x \approx 52.94]

So, 85% of approximately 52.94To find 85% of a number that equals 45, you can set up the equation:

[ 0.85x = 45 ]

Then solve for (x):

[ x = \frac{45}{0.85} ]

[ x ≈ \frac{45}{0.85} ≈ 52.94 ]

So, 85% of approximately 52To find what number represents 85% of another number, you can set up the equation:

[0.85 \times x = 45]

Where (x) represents the unknown number.

Now, solve for (x):

[x = \frac{45}{0.85}]

[x \approx 52.94]

So, 85% of approximately 52.94 isTo find 85% of a number that equals 45, you can set up the equation:

[ 0.85x = 45 ]

Then solve for (x):

[ x = \frac{45}{0.85} ]

[ x ≈ \frac{45}{0.85} ≈ 52.94 ]

So, 85% of approximately 52.To find what number represents 85% of another number, you can set up the equation:

[0.85 \times x = 45]

Where (x) represents the unknown number.

Now, solve for (x):

[x = \frac{45}{0.85}]

[x \approx 52.94]

So, 85% of approximately 52.94 is To find 85% of a number that equals 45, you can set up the equation:

[ 0.85x = 45 ]

Then solve for (x):

[ x = \frac{45}{0.85} ]

[ x ≈ \frac{45}{0.85} ≈ 52.94 ]

So, 85% of approximately 52.94To find what number represents 85% of another number, you can set up the equation:

[0.85 \times x = 45]

Where (x) represents the unknown number.

Now, solve for (x):

[x = \frac{45}{0.85}]

[x \approx 52.94]

So, 85% of approximately 52.94 is 45To find 85% of a number that equals 45, you can set up the equation:

[ 0.85x = 45 ]

Then solve for (x):

[ x = \frac{45}{0.85} ]

[ x ≈ \frac{45}{0.85} ≈ 52.94 ]

So, 85% of approximately 52.94 isTo find what number represents 85% of another number, you can set up the equation:

[0.85 \times x = 45]

Where (x) represents the unknown number.

Now, solve for (x):

[x = \frac{45}{0.85}]

[x \approx 52.94]

So, 85% of approximately 52.94 is 45.To find 85% of a number that equals 45, you can set up the equation:

[ 0.85x = 45 ]

Then solve for (x):

[ x = \frac{45}{0.85} ]

[ x ≈ \frac{45}{0.85} ≈ 52.94 ]

So, 85% of approximately 52.94 is To find what number represents 85% of another number, you can set up the equation:

[0.85 \times x = 45]

Where (x) represents the unknown number.

Now, solve for (x):

[x = \frac{45}{0.85}]

[x \approx 52.94]

So, 85% of approximately 52.94 is 45.To find 85% of a number that equals 45, you can set up the equation:

[ 0.85x = 45 ]

Then solve for (x):

[ x = \frac{45}{0.85} ]

[ x ≈ \frac{45}{0.85} ≈ 52.94 ]

So, 85% of approximately 52.94 is 45To find what number represents 85% of another number, you can set up the equation:

[0.85 \times x = 45]

Where (x) represents the unknown number.

Now, solve for (x):

[x = \frac{45}{0.85}]

[x \approx 52.94]

So, 85% of approximately 52.94 is 45.To find 85% of a number that equals 45, you can set up the equation:

[ 0.85x = 45 ]

Then solve for (x):

[ x = \frac{45}{0.85} ]

[ x ≈ \frac{45}{0.85} ≈ 52.94 ]

So, 85% of approximately 52.94 is 45.

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Answer from HIX Tutor

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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