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This section includes 10 Mcqs, each offering curated multiple-choice questions to sharpen your Mathematics knowledge and support exam preparation. Choose a topic below to get started.
1. |
Find ( int_{-1}^1 ,2xe^x ,dx ). |
A. | ( frac{4}{e} ) |
B. | 4e |
C. | ( frac{4}{e} ) |
D. | -4e |
Answer» B. 4e | |
2. |
Find ( int_0^{ /4} ,2 ,tan x ,dx ). |
A. | log u20612 |
B. | log u2061 ( sqrt{2} ) |
C. | 2 log u20612 |
D. | 0 |
Answer» B. log u2061 ( sqrt{2} ) | |
3. |
Find ( int_0^3 ,e^x ,dx ). |
A. | e<sup>3</sup>+1 |
B. | -e<sup>3</sup>-1 |
C. | e<sup>3</sup>-1 |
D. | 3e<sup>3</sup>-2 |
Answer» D. 3e<sup>3</sup>-2 | |
4. |
Find ( int_{-2}^1 ,5x^4 ,dx ). |
A. | 54 |
B. | 75 |
C. | 33 |
D. | 36 |
Answer» D. 36 | |
5. |
Find ( int_{ /4}^{ /2} ,2sinx ,sin (cos x) ,dx ). |
A. | 2(1-cos u2061 ( frac{1}{ sqrt{2}} )) |
B. | (cos u2061 ( frac{1}{ sqrt{2}} )-cos u20611) |
C. | 2(cos u2061 ( frac{1}{ sqrt{2}} )+1) |
D. | (cos u2061 ( frac{1}{ sqrt{2}} )+cos u20611) |
Answer» B. (cos u2061 ( frac{1}{ sqrt{2}} )-cos u20611) | |
6. |
Find ( int_0^2 ,e^{2x} ,dx ). |
A. | ( frac{e^4-1}{6} ) |
B. | ( frac{e^4+1}{2} ) |
C. | ( frac{e-1}{2} ) |
D. | ( frac{e^4-1}{2} ) |
Answer» E. | |
7. |
Find ( int_0^{ frac{ }{4}} ,9 ,cos^2 x ,dx ). |
A. | ( frac{9}{2} left ( frac{ }{6}-1 right) ) |
B. | ( frac{9}{4} left ( frac{ }{2}+1 right) ) |
C. | ( frac{9}{4} left ( frac{ }{2}-1 right) ) |
D. | ( left ( frac{ }{2}-1 right) ) |
Answer» D. ( left ( frac{ }{2}-1 right) ) | |
8. |
Find the value of ( int_4^5 ,log x ,dx ). |
A. | 5 log u20615-log u20614+1 |
B. | 5 log u20615-4 log u20614-1 |
C. | 4 log u20615-4 log u20614-1 |
D. | 5-4 log u20614-log u20615 |
Answer» C. 4 log u20615-4 log u20614-1 | |
9. |
Find ( int_0^{ frac{ }{2}} ,5 ,sin x ,dx ). |
A. | -5 |
B. | 9 |
C. | 5 |
D. | -9 |
Answer» D. -9 | |
10. |
Find ( int_0^8x ,dx ). |
A. | 32 |
B. | 34 |
C. | 21 |
D. | 24 |
Answer» B. 34 | |