Warm Ups Term 3 Week 2. Warm Up 1/11/16 1. The cost per student, C, of a ski trip varied inversely as the number of students, n, who attend. It will cost.

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Warm Ups Term 3 Week 2

Warm Up 1/11/16 1. The cost per student, C, of a ski trip varied inversely as the number of students, n, who attend. It will cost each student $250 if 24 students attend. How many students would have to attend to get the cost down to $200? 2. Simplify each expression. Assume all variables are nonzero. a. x 5  x 2 c. y 3  y 3 b. d. x 6 x2x2 y 2 y5y5

Warm Ups 1/12/16 3.The time, t, to complete a construction project varies inversely with the number of men on the job, n. If 5 men get the job done in 42 days, how many days would it take for 3 men to get the job done? 4.Simplify: 4x 2 y 5 · 3xy 7 x 2 12y

Warm Up 1/13/16 5. Multiply. Assume that all expressions are defines: 10x – 40 ∙ x + 3 x 2 – 6x + 8 5x Simplify. Identify any x values for which the expression is undefined: - x 2 + 3x 2x 2 - 7x + 3

Warm Up 1/14/ Solve. Check your solution. x 2 + 3x - 28 = 11 (x – 4) 8. The number of U.S. Representatives that each state receives can be approximated with a direct variation function where the number of representatives (rounded to the nearest whole number) varies directly with the state’s population. If Pennsylvania has 19 representatives and a population of about 12,281,054 people, find the constant of variation to eight decimal places and write the variation equation.

Warm Up 1/15/16 9. The time, t, that it takes for a group of students to build a sailboat varies inversely as the number of students, n. Last semester 5 of Mr. Dewayne’s students built a sailboat in 195 working hours. How many students must Mr. Dewayne get to participate in order to build a sailboat in 65 hours? 10. Simplify: