Find the exact value of y, or state that y is undefined.y = tan-1 

A. - 
B. - 
C.
D.


Answer: A

Mathematics

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Answer the following statement(s) true (T) or false (F)

6. The height of a trapezoid is the perpendicular distance between the bases.
7. The area of a circle with radius two is equal to its circumference.
8. If the sum of the squares of two sides of a triangle is equal to the square of its longest side, then
it is a right triangle.
9. The area of a square with side s is less than the area of an equilateral triangle with side s.
10. For a triangle with side lengths a, b and c

Mathematics

Identify the percent p, base b, and amount a. Do not solve for the unknown.What percent of 80 is 100?

A. p; 100;  80 B. 100; 80; a C. 100; b; 80 D. p; 80; 100

Mathematics

Determine the x values that cause the polynomial function to be (a) zero, (b) positive, and (c) negative.f(x) = (x - 5)(3x + 5)(x + 3)

A. (a) , (b) (-?, -3) ?  , (c)  ? (5, ?)
B. (a) , (b) (-3, 5), (c) (-?, -3) ? (5, ?)
C. (a) , (b)  ? (5, ?), (c) (-?, -3) ? 
D. (a) , (b) (-3, -5) ? (5, ?), (c) (-?, -3) ? (-5, 5)

Mathematics

Solve the problem.The cost of owning a home includes both fixed costs and variable utility costs. Assume that it costs $2265 per month for mortgage and insurance payments and it costs an average of $3.55 per unit for natural gas, electricity, and water usage. (i) Determine a linear function that computes the annual cost of owning this home if x utility units are used. (ii) What does the y-intercept on the graph of the function represent?

A. y = -3.55x + 27,180; y-intercept, 27,180, represents the minimum cost of owning the home for 12 months without spending anything on utilities. B. y = 3.55x + 2265; y-intercept, 2265, represents the minimum cost of owning the home without spending anything on utilities. C. y = -3.55x + 2265; y-intercept, 2265, represents the minimum cost of owning the home without spending anything on utilities. D. y = 3.55x + 27,180; y-intercept, 27,180, represents the minimum cost of owning the home for 12 months without spending anything on utilities.

Mathematics