Answer:
2)
clc
clear all
close all
format short
x=84;
p2left=sind(x)^3
p2right=1/4*(3*sind(x)-sind(3*x))
solve it by using matlab Question 2) (2.5 points) Examine the following trigonometric identity: sin'(x) =...
solve it by using matlab
Question 4) (2.5 points) Examine the following formula: (x + 4)(:23 9) x2 + 11 Calculate the value of y for whole number values of x between 1 and 10 (inclusive) using element-by-element operations. Store the resulting vector in a variable called p10result.
solve it by using MATLAB
Question 1) (2.5 points) Compute the following (values are in radians), and store the result in a variable called piresult: CON 13 sin (18+) +9.5
SELECT ALL APPLICABLE CHOICES A) the identity Consider the following trigonometric equation 2 sin(a) 3 2 cos(x) +1 2 B) the substitution cosº (x) = 1 - sin (1) t=tan() In this equation assume x lies between 0 and 90 degrees. oh and a hint: maybe leave this one for last is helpful in solving this equation is helpful in solving this equation C) < 60° is the only solution in the 0 < x < 90 deg range D)...
Using format long g, verify the following trigonometric identities by evaluating the left- and right-hand sides independently, c) arcsin x + arcsin y = arcsin(x/1 - y2 + yv1 – x2) for x = 0.5, y = 13/2 d) arctan x + arctan y = arctan (1971) for x = 0.5, y = 13/2 Hint: You must assign values to variables before using them in a command. Then, for each identity, assign the left hand side to a variable name...
Compute the following problems using Math
Lab.
Instructions: Answer All Questions using MATLAB commands. Question 1. Create a vector of the even whole numbers between 31 and 75. Question 2. Let x [2516] a. Add 16 to each element b. Add 3 to just the odd-index elcments c. Compute the square root of each element d. Compute the square of each element Question 3. Let x 13 268T and y [4 1 3 5] (NB. x and y should be...
3 Points Question 3 3 cos(20) Find the PERIOD of the following function: Y- TE 1 210 3 3 Points Question 4 Verify the following identity using the guidelines for the verification of trig identities. You have to write all the steps to get full credit. (tan?x + 1)(1 - cos²x) - tan²x. Use the editor to format your answer 3 Points
Question 2-Part B: How many inflection points for the function whose second derivative is f"(x) sin(3x)-cos(x2) for 0 < x < 3
Question 2-Part B: How many inflection points for the function whose second derivative is f"(x) sin(3x)-cos(x2) for 0
Question 3 : (2.5 x 2 = 5 points) Consider the frequency response of a filter as shown in the figure below. a) Write the transfer function of the filter. b) Draw the circuit of the filter with proper component values. THA 0.707 0 10 f(Hz)
Question 14/points) Find the inverse of the following function f(x) = 6 . 530-2 Of-1(x) = logo(2) lºgo(2)-3 Of-1(x) = logs(a)1085 ()+2 Of-1(x) = log: (x) –log (2)–3 Of-(x) = logo (2)-1o5, (2)-3 None of the above
Question 2 (20 points): Consider the functions f(x, y)-xe y sin y and g(x, y)-ys 1. Show f is differentiable in its domain 2. Compute the partial derivatives of g at (0,0) 3. Show that g is not differentiable at (0,0) 4. You are told that there is a function F : R2 → R with partial derivatives F(x,y) = x2 +4y and Fy(x, y 3x - y. Should you believe it? Explain why. (Hint: use Clairaut's theorem)
Question 2...