Find the remaining zeros of a polynomial with real coefficients and having the specified degree and zeros.Degree 5; zeros: 6, 7 + 5i, -6i
A. 7 - 5i, 6i
B. -6, 7 - 5i, 6i
C. -7 - 5i, 6i
D. -7 + 5i, 6i
Answer: A
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Find the phase shift of the function.y = sin
A. -
B. -?
C. ?
D.
Find f[g(x)] and g[f(x)].f(x) = ; g(x) = x + 5
A. f[g(x)] = 1/(x + 5) g[f(x)] = x - 5 B. f[g(x)] = x - 5 g[f(x)] = 1/(x + 5) C. f[g(x)] = 1/x g[f(x)] = (5x - 24)/(x - 5) D. f[g(x)] = (5x - 24)/(x - 5) g[f(x)] = 1/x
Determine the terms and degree of the polynomial.7x3 - 3x2 - x + 11
A. Terms: 7x3, 3x2, x, 11; degree: 5 B. Terms: 7x3, -3x2, -x, 11; degree: 3 C. Terms: 7x3, 3x2, x, 11; degree: 6 D. Terms: 7x3, -3x2, -x, 11; degree: 6
Use the definition of area to find the area of the region under the graph of f on [a, b] using the indicated choice of ck.
f(x) = + 5x + 1, [?1, 1], ck is the right endpoint