2. We showed in class that EL (: - T)(y: – 9) can be written as a linear combination of ys: B1 = Gi Yi. (1) Find c. (2) Show Σe-0, Σεr-1 and Σς (3) Find E(B) and V(3)

Q: 3. Let h(0) be the height above ground (in feet) of a rider on a Ferris wheel at an angle 0 (in…

A: In order to solve this question we need to use trigonometry applications on ferris wheel.

Q: y = x10 + x3. Find y5) (1)

A: Given,           y=x10+x-5

Q: 3x +2 J. - dx. (x² +9)(x– 4)x 10. Find the principal value of

A:

Q: Given the functions fz) = 3* and g(x) = sin x, determine the domain of the combined function y=…

A:

Q: Evaluate:   φ (-9π)     (–1, 0)     (1, 0)     (0, –1)     (0, 1)

A:

Q: A = {x € Rx ≥ 5 and x 8 and r < 12}

A:

Q: Evaluate Jo (2x - y) dx + (x + 5y) dy. C: x-axis from x = 0 to x = 6

A:

Q: Find (a) v x w ,(b) w x v ,(c) w xw ,and (d) . v x v .

A:

Q: For the given functions f(x) = 2x° and g(x) = - 2x +5, find (a) (fo g)(1), (b) (g o f)(- 1), (c) (f…

A: As per our guidelines only 3 sub parts can be solved,please find the answer for 3 sub-parts below :

Q: Find YI if YI =x - 5 and YV= x – 4 Y \I V Z.

A: We will find the solution in the following step

Q: Use Cayley-Hamilton theorem to find (i) the inverse of A = (ii) A

A: This question is related to matrix, we will solve it using given information.

Q: Identify the horizontal translation for the graph of y = 9 + 2 cos( 4x + 元 - 4 π 4 12 9.

A: Given function

Q: Evaluate | (r + y)ds, c : x 3t, y = - 3t + 3, for 0 <t< 3.

A: Given: ∫C(x+y)ds, C: x=3t, y=-3t+3, for 0≤t≤3