Use a protractor and a ruler to draw a hexagon where all of the vertex angles are 120 but the hexagon is not a regular hexagon.
What will be an ideal response?
Any “stretched” out hexagon will work.
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Solve the problem.The sale price on an outfit Jan wanted was a 5-digit palindromic number, say $abc.de, satisfying the given conditions: Jan would never pay over $200.00;b, c, and d are all multiples of 3;c = (d + b) - 12;the sum of all the digits is a multiple of 13;a + e = (b + d) - 16; and c = 3(a + e).What amount does she owe the salesperson?
A. $193.91 B. $136.31 C. $196.91 D. $296.92
Find the specified domain.For f(x) = 
and g(x) = 
, what is the domain of f ? g ?
A. [4, ?) B. [4, 6) ? (6, ?) C. [0, 6) ? (6, ?) D. (4, 6) ? (6, ?)
Simplify.(4x6y2)(-9xy2)(9x3y)
A. 4x18y4 B. -324x18y4 C. 4x10y5 D. -324x10y5
Use the Intermediate Value Theorem to determine whether the polynomial function has a zero in the given interval.f(x) = 10x3 - 4x2 - 10x - 9; [1, 2]
A. f(1) = -13 and f(2) = 35; yes B. f(1) = -13 and f(2) = -35; no C. f(1) = 13 and f(2) = -35; yes D. f(1) = 13 and f(2) = 35; no