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The fourth test for math 251: calculus—early transcendentals. The test covers various problems from chapter 4 of the textbook, including finding roots, evaluating integrals, and determining derivatives. Students are required to find the answers to multiple-choice questions and provide their own solutions for some problems.
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Math 251
This is our fourth test: uplifting, fifty-minute, four-page, 100-point. It covers chapter
are four points unless otherwise indicated. Clearly indicate your answers.
16 − x^2 dx by interpreting it in terms of an area.
251 (Hint: view this as x
7 − 251 = 0). Give the approximations correct to 7 decimal places. (2 points each) x 1 = 2.
x 2 = _________________________
x 3 = _________________________
x 4 = _________________________
x 5 = _________________________
4 , f(1) = 0.
2
x^2
16 − y^2 dy.
a. ⌡ ⎮ ⌠ x^2 −^1 x^4 − 1
dx b. ⌡ ⎮ ⌠ e x^ + cosh x dx
c. ⌡ ⎮ ⌠ (ln^ x )^ 12 x dx^ d.^ ⌡⎮
⌠
π/
sec 2 θ tan 9 θ dθ
e. ⌡ ⎮ ⌠
π/
sin x 1 + cos 2 x dx^ f.^ ⌡⎮
⌠
π/
−π/
sin 251 x dx