Bài Tập Trắc Nghiệm Chuyên Đề: Tích phân xác định (Toán học Lớp 12)

${\int }_1^2[-f(x)]\mathrm{d}x$.

${\int }_2^{1}F(x)\mathrm{d}x$.

${\int }_1^2[-F(x)]\mathrm{d}x$.

${\int }_1^{2}f(x)\mathrm{d}x$.

$I=11$.

$I=18$.

$I=5$.

$I=3$.

$10$.

$16$.

$-18$.

$24$.

I = 4

I = -5

I = 2

I = 5

$S={\int }_0^2{2}^{x}dx$.

$S=\pi {\int }_0^2{2}^{x}dx$.

$S={\int }_0^2{2}^{2x}dx$.

$S=\pi {\int }_0^2{2}^{2x}dx$.

$I=-3$.

$I=7$.

$I=3$.

$I=-7$.

$S=0$.

$S=2$.

$S=1$.

$S=-1$.

$5$.

$25$.

$9$.

$11$.

$S={\int }_0^1(x^3-2x^2+x)\mathrm{d}x$.

$S={\int }_{-1}^0(x^3-2x^2+x)\mathrm{d}x$.

$S={\int }_0^1(2x^2-x^3-x)\mathrm{d}x$.

$S={\int }_0^1(x^3+2x^2+x)\mathrm{d}x$.

$6$.

$-6$.

$10$.

$-10$.

I = $\int$ .

I = $\int$ .

I = $\int$ .

I = $\int$ .
0
1 + t 1
t (1 + t ) 1
1 + t 0
1 + t

$\int$ ( x 4 - x 2 ) dx .

$\int$ ( x 2 - x 4 ) dx .

$\int$ ( x 2 - x 4 ) dx .

$\int$ ( x 4 - x 2 ) dx .
-1 0 -1 0

.

.

4 .

.
3 3 3

$5$.

$-4$.

$9$.

$4$.

$-15$.

$-1$.

$20$.

$1$.

${\int }_3^{5}tdt$.

${\int }_0^4{t}^{2}dt$.

${\int }_3^5{t}^{2}dt$.

${\int }_0^{4}tdt$.

$4$.

$7$.

$-7$.

$-3$.