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Math1B Quiz 1
Course: MATH 1B, Spring 2008School: Berkeley
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Word Count: 126
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1 Name: Quiz SID: Write clearly! Question 1 Let f and g be twice continuously dierentiable functions. Then the integral f (x)g (x)dx is equal to: (1) f (x)g (x) - f (x)g (x)dx, (2) f (x)g(x) - f (x)g(x)dx, (3) f (x)g (x) - f (x)g(x) + f (x)g(x)dx, (4) All of the above. (5) 1 and 3 are correct. (6) 2 and 3 are correct. Question (x)dx. Use 2 Evaluate tan6 the formulas: 1 + tan2 (x) = sec2 (x), (tan(x)) = sec2...
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1
Name: Quiz SID:
Write clearly!
Question 1
Let f and g be twice continuously dierentiable functions. Then the integral
f (x)g (x)dx
is equal to: (1) f (x)g (x) - f (x)g (x)dx, (2) f (x)g(x) - f (x)g(x)dx, (3) f (x)g (x) - f (x)g(x) + f (x)g(x)dx, (4) All of the above. (5) 1 and 3 are correct. (6) 2 and 3 are correct.
Question (x)dx.
Use 2
Evaluate
tan6 the formulas:
1 + tan2 (x) = sec2 (x), (tan(x)) = sec2 (x), (sec(x)) = sec(x) tan(x).
Hint : Do it in three steps.
1
2
Question 3
Show that the following formula
xn ex dx = xn ex - n xn-1 ex dx
is correct.
Question 4
Evaluate
1
e
ln(x)dx.
Show all the work.
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