Question 5. By averaging dyadic angles, one can quickly approximate any angle by dyadic angles. Given an angle 0, one can find dyadic angles A and B such that 0 lics between A and B and A and B are as close to cach other as we like. Approximate 18° by averaging dyadic angles, then write the approximating dyadic angles as sums of principle dyadic angles.

Q: 24. Find d²4 zP 2. xp 4=3x² +34-8

A: Differentiate two times

Q: 8 15

A:

Q: Conv or dive?

A:

Q: 28 +28

A:

Q: 6 + 215

A: Please see the addition below.

Q: | مد 5 39=3

A: To solve for the value of q.

Q: -5.4 + 9.5

A:

Q: 25m² – 16 =

A: Simplify  25m2-16

Q: 5+862

A: The given data is: 5+862 To find the sum of the given expression.

Q: 28+76

A:

Q: 32 7

A: Given data:   The given measurement of angle 7 is: . The expression for the corresponding angle is,…

Q: 12

A: Explanation and solutions is given below....

Q: 6d + 6e (-) 9d - 8e

A:

Q: 4(P-9) = 92

A: Answer

Q: 7k = 91

A: We will find the value of k in the following step.

Q: 6+197

A: Given,          6+197

Q: Answer 2

A:

Q: N 11 9

A: Here given that N/9=11

Q: 8sin 75 = 4

A:

Q: onn -||-|

A:

Q: A 689 15 49% B

A: Consider the triangle