MAT 302 Assignment ProblemTrigonometric Integrals | Borough of Manhattan Community College

MAT 302  Assignment ProblemTrigonometric Integrals | Borough of Manhattan Community College

Trigonometric Integrals

Question 1

(1 point) Evaluate

∫sin3xcos5xdx.

 

 

Question 2

(1 point) Evaluate

∫tan7xsec2xdx.

 

Question 3

(1 point) Evaluate

∫tan2(6x)sec4(6x)dx.

 

 

Question 4

(1 point) Evaluate

∫sin7xcos3xdx.

 

 

Question 5

(1 point) Evaluate

∫tan3tcos3tdt.

 

 

Question 6

(1 point) Evaluate

∫tan2(3x)dx.

 

 

Question 7

 

Question 8

(1 point)

Evaluate the integral

∫4tan2(x)dx

 

Question 9

(1 point)

Evaluate the integral

∫10sec2(x)tan(x)dx

 

Question 10

Evaluate the integral

∫2(1−tan2(x))sec2(x)dx

 

Question 11

(1 point) Find the indefinite integral.

∫sin2(x)−cos2(x)cos(x)dx

 

 

 

 

Question 12

(1 point) Find the value of ∫π/50sin(2x)sin(x)dx∫0π/5sin⁡(2x)sin⁡(x)dx.

 

Question 13

(1 point) Evaluate

∫π0cos4xdx.

 

 

Question 14

(1 point) Find the indefinite integral.

∫cot3(x9)csc4(x9)dx

 

Question 15

(1 point) Evaluate


 

 

Question 16

(1 point) Find the area of the region bounded by the graphs of the equations.

y=cos2x,y=sin(x)cos(x),x=−π2,x=π4

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

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