Use the given conditions to find an equation in slope-intercept form of each of the nonvertical lines. Write vertical lines in the form x = h.Parallel to -6x - 5y = 2; passing through (3, -9)
A. y = x +
B. y = x -
C. y = - x +
D. y = - x -
Answer: D
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Simplify by combining like terms.3x + 3y - 5x + 6y
A. 9x - 2y B. 3x - 5x + 3y + 6y C. 7xy D. -2x + 9y
Completely factor the polynomial.y4 + 6y3 - 7y2 - 42y
A. (y2 + 6)(y2 - 7) B. y(y2 + 6)(y - 7) C. y(y + 6)(y2 - 7) D. y(y - 6)(y2 - 7)
Solve the problem.Use regression to find constants a, b, c, and d so that f(x) = a sin (bx + c) + d models the data given below. Round all answers to 9 decimal places.
A. 5.277184939; 0.062976370; -2.042562480; 6.904195597 B. 4.708150061; 1.025102863; -2.474285177; 7.076487153 C. 5.099259265; 0.531578044; -1.738394218; 8.659926499 D. 5.099259265; 0.531578044; -1.738394218; 6.659926499
Write the expression in standard form.
A. +
i
B. +
i
C. +
i
D. -
i