Charles Autterson
Baker College
Trigonometry
Trigonometry teacher | Tutor for 5 years
With a passion for Trigonometry, my journey led me to specialize in this dynamic field at Baker College. Armed with a profound understanding of angles, ratios, and functions, I'm here to guide you through the complexities of Trigonometry. Let's unravel the mysteries together, turning challenges into triumphs. Your success is my mission.
Questions
- How do you convert the angle #-408^circ16' 20''# in decimal degree form?
- How do you find the remaining sides of a #45^circ-45^circ-90^circ# triangle if the shortest sides are each 4/5?
- How do you find the reference angle for -440 degrees?
- How do you find the values of all six trigonometric functions of a right triangle ABC where C is the right angle, given b=7, c=8?
- How do you solve #\cos (80^@) = x/10#?
- A helicopter is flying at an altitude of 1200°m. The angle of elevation from the tower on the ground to the plane measures 36°. How far is the building to the plane?
- What are the coordinates for the point #p((11pi)/3)# where #p(theta)=(x,y)# is the point where the terminal arm of an angle #theta# intersects the unit circl?
- How do you find the values of #theta# given #csctheta=2#?
- How do you find the values of #theta# given #cottheta=sqrt3/3#?
- How do you use #csctheta=4# to find #costheta#?
- How do you find the #sintheta# for an angle in standard position if the terminal side passes through the point (-2, -5)?
- How do you draw #-330^circ# in standard position and find one positive and one negative angle that is coterminal to the given angle?
- How do you give the exact value of #sec^2 300-2cos^2 150+tan 45#?
- How do you find #sin(pi/12)# and #cos(pi/12)#?
- How do you use trig ratios to solve word problems?
- A triangle that is 3 units high, 4 units long, and has a hypotenuse of 5 units, how do you find the angles?
- How do you find the six trigonometric functions of #(-2pi)/3# degrees?
- How do you solve the right triangle given A = 61 deg 00'; b = 39.2cm?
- How do you solve the right triangle given b=1, c=2, and A= 120?
- For a 25 ft. ladder to reach a certain window, it must make an angle of 63 deg. with the ground. How do you find the angle that a 30 ft. ladder must make with the ground to reach the some window?