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Determine l = ∫ 5dx, given that l = 16, when x = 2.

a. x + c

b. sin2x + c

c. x + c

d. 5x + 6
Integrate with respect to x: ∫ xdx

a. x^2/2+c

b. 5/8

c. (-8)/5

d. 8/5
Integrate with respect to x: ∫ x 1/2 dx

a. (2/3)/3+c

b. (2x^(3/2))/3+c

c. 2x+c

d. 2
Integrate with respect to t: ∫ sec^2 x dx

a. sinx
b. sinx + c
c. sec x + c
d. tanx + c
Integrate with respect to x: ∫ 6/x dx

a. 6x + c
b. 6ln x + c
c. 6
d. ln x + c
Integrate with respect to x: ∫ 3e^x dx

a. e^x+c

b. 3x+c

c. 3e^x+c

d. 3e^x
Integrate with respect to x: ∫ x^6 dx

a. x^7/7+c

b. x^6/7+c

c. x^5/5+c

d. x^2/2+c
integral of (9+4*x^(-2/3))^(1/2)
integrate [x]+[x^2] from 0 to 1.5
-1/modulusx-2 >_1
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