Differentiating Trigonometric Functions homework Help at TutorEye

# Best Homework Help For Differentiating Trigonometric Functions

## Top Questions

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ou’ll be using the same 4 numbers written in the same order. The only thing that will change in each expression will be the tools you’ll use from your toolbox. The tools that you’ve learned so far for order of operations are parentheses, exponents, multiplying, dividing, adding, and subtracting. Here are the four numbers. Keep them in this order: 18 2 4 3 Here are the tools in your toolbox: The 2 and 3 represent exponents, so you are allowed to square or cube a number. Listed below are the values you need to create. 21 = 67 = -6 = 103 =
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## Differentiating Trigonometric Functions:

The process of finding derivatives of trigonometric functions.

## Differentiating Trigonometric Functions Sample Questions:

Question 1: Find the first derivative of y,

(a) sin^2x

(b) -sin^2x

(c) cos^2x

(d) None

Explanation:

Question 2: Find dy/dx,

Explanation:

Question 3:

Explanation:

Question 4:

Explanation:

Question 5: Which of the following is correct?

(a) sin(x±y) = sinx.cosy ± cosx.siny

(b) sin(x±y) = sinx.siny ± cosx.cosy

(c) Both

(d) None

Explanation: The sum and difference of two angels.

Question 6:

Explanation:

Question 7:

Explanation:

Question 8: Which is true for cosec^-1x ?

Explanation:

Question 9: Which is not a squared identity?

(a) sin^2x + cos^2x = 1

(b) 1+ tan^2x = sec^2x

(c) 1+cot^2x = cosec^2x

(d)  Cos^2x – sin^2x = 1

Explanation: Remaining three indenties are squared idenity.

Question 10: