sec(x) tan(x) dx = tan(x) + C -tan(x) + C cot(x) + C -cot(x) + C None of the abo
ID: 3287745 • Letter: S
Question
sec(x) tan(x) dx = tan(x) + C -tan(x) + C cot(x) + C -cot(x) + C None of the above Integral 1/x 2 + 1 dx = arccos(x) + C arcsin(x) + C arctan(x) + C cot(x) + C None of the above Integral 1/1 - x 2 dx = arccos(x) + C arcsin(x) + C arctan(x) + C cot(x) + C None of the above Evaluate integral (1, 0) 3dx. 0 3 10 30 None of the above Evaluate integral (5, 0) 3x 2 dx. 0 30 300 1000 None of the above Evaluate Integral (1, 0) (4 + 3x 2) dx. 1 4 5 6 None of the above Integral (1, 0) f(x) dx = 7 and integral (3, 0) f(x) = 4, find the value of Integral (3, 1) f(x) dx. 1 3 0 -3 None of the above Evaluate Integral (8, -1) 3root x dx. 49/4 41/4 45/4 35/4 None of the above The velocity of a particle moving along a line is 2t meters per second. Find the distance travelled in meters during the time interval 1 _Explanation / Answer
10) none of the above. the ans is secx+c
11) arc(tanx) +c
12) none of the above
13) 3
14) none of the above
15)5
16) -3
19) e^3 -e
Related Questions
Navigate
Integrity-first tutoring: explanations and feedback only — we do not complete graded work. Learn more.