A high school sports team is ordering sports drinks online from a company. The price of sports drinks varies, based on the number of drinks purchased. For orders of 50 or fewer sports drinks, the price is $0.80 per drink, plus $10 shipping and handling. When more than 50 sports drinks are ordered, the price is $0.70 per drink, plus $15 shipping and handling. What is the maximum amount of sports drinks you can purchase for $85? A. 88 B. 94 C. 100 D. 121

Determine the value of f (3) for the function: f of x is equal to the piecewise function x cubed plus 18 times x squared plus 104 times x plus 192 for x is less than or equal to negative 3 and the function quantity 3 times x minus 9 end quantity over the quantity x cubed minus 2 times x squared minus 5 times x plus 6 end quantity for negative 3 is less than x is less than or equal to 3 and the function square root of the quantity x squared minus 9 end quantity for x is greater than 3 period.

A. 0

B. Undefined

C. 3/10

D. 693

A high school sports team is ordering sports drinks online from a company. The price of sports drinks varies, based on the number of drinks purchased. For orders of 50 or fewer sports drinks, the price is $0.80 per drink, plus $10 shipping and handling. When more than 50 sports drinks are ordered, the price is $0.70 per drink, plus $15 shipping and handling. What is the maximum amount of sports drinks you can purchase for $85?

A. 88

B. 94

C. 100

D. 121

A baker sells cupcakes and bases her prices on the number of cupcakes purchased.

Graph of a piecewise function with one piece increasing from the point 0 comma 0 through the point 12 comma 18 to the endpoint 24 comma 36 and another piece going from the point 24 comma 36 through the point 48 comma 60 up to the right

Based on the graph, determine the pricing the baker uses for her sales.

A. The first 24 cupcakes cost $1.50 each, and all cupcakes after that cost $1.00 each.

B. The first 24 cupcakes cost $1.00 each, and all cupcakes after that cost $1.50 each.

C. The first 36 cupcakes cost $1.50 each, and all cupcakes after that cost $1.00 each.

D. The first 36 cupcakes cost $1.00 each, and all cupcakes after that cost $1.50 each.