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15 questions
Integrate x with respect to x
x21+c
21x−21+ c
32x23+ c
23x23+ c
∫e5xdx =
e5x+c
5e5x+c
51e5x+c
none of these
Find indefinite integral for ∫e5x1 dx
51e5x + c
−5e4x + c
−5e−5x+ c
−4e−4x+ c
Find the integral with respect to x of ∫ (e3x)2 dx .
6e6x + c
9e9x + c
6e6x + c
(e3x)2 + c
Integrate ∫(2x+1)10 dx with respect to x.
22(2x+1)11+c
221(2x+1)11+c
11(2x+1)10+c
111(2x+1)10+c
∫(cos x + 3x2)dx =
-sin x + x3 + c
sinx + x3 + c
-sin x + 6x
🌞
∫cos(4x+5)dx
-¼sin(4x + 5) + C
4sin(4x + 5) + C
¼sin(4x + 5) + C
4cos(4x + 5) + C
Integrate sin(2x) with respect to x
cos(2x) + c
−2cos(2x) + c
−cos(2x) + c
−21cos(2x) + c
∫ x1+ x21 dx
x−1 + x−2+ c
x0 − x−1+ c
lnx+ x−1+ c
lnx− x−1+ c
∫(x4−ex)dx
4ln(x)−ex
4ln(x)+ex+C
4ln(x)−ex+C
x24−4ex+C
∫ x+32dx=
2ln|x+3| + c
2ln(x + 3) + c
21ln∣x + 3∣ + c
none of these
∫3x2(x3-9)2/3 dx
(3x2)4/3
(2/3)(x3-9)5/3
3(x3-9)-1/3
3/5(x3-9)5/3
∫sec2 5x dx =
tan x + c
51tan x + c
51tan 5x + c
51tan2 5x + c
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