Find the extreme values of the function subject to the given constraint.
A. Maximum: 4 at 
minimum: -5 at 
B. Maximum: 7 at 
minimum: -5 at 
C. Maximum: 4 at 
minimum: -2 at 
D. Maximum: 7 at 
minimum: -2 at 
Answer: B
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Use either the binomial theorem or Pascal's Triangle to expand the binomial.(a - b)6
A. a6 + 6a5b + 15a4b2 + 20a3b3 + 15a2b4 + 6ab5 + b6 B. a6 - 6a5b - 15a4b2 - 20a3b3 - 15a2b4 - 6ab5 - b6 C. -a6 + 6a5b - 15a4b2 + 20a3b3 - 15a2b4 + 6ab5 - b6 D. a6 - 6a5b + 15a4b2 - 20a3b3 + 15a2b4 - 6ab5 + b6
Show that the functions f and g are identically equal.f(x) = csc x ? sec x, g(x) = cot x + tan x
What will be an ideal response?
Solve the system of equations using substitution.
A. x = -8, y = 7; x = -7, y = 8 B. x = 8, y = -7; x = 7, y = -8 C. x = 8, y = 7; x = 7, y = 8 D. x = -8, y = -7; x = -7, y = -8
Find the complete quotient when P(x) is divided by the binomial following it.P(x) = 9x2 - 52x - 12; x - 6
A. Q(x) = 2x - 6 B. Q(x) = x + 2 C. Q(x) = -9x - 2 D. Q(x) = 9x + 2