WorksheetsCBA #2 Review
Total questions: 11
Worksheet time: 15mins
The hourly cost of renting a truck, y, for x hours can be modeled using a linear function. The truck rental charges a fixed cost of $185 plus an additional cost of $90 per hour. The car can be rented for a maximum of 10 hours per day. For a one day rental, what are the domain and range of the function for this situation? SELECT TWO CORRECT ANSWERS!
0≤x≤10
0≤y≤10
0≤x≤1085
0≤y≤1085
The graph of part of linear function f is shown on the grid. Which of the following best represents the domain of the part shown?
All real numbers
All real numbers greater than or equal to -3 and less than 2
All real numbers greater than -3 and less than or equal to 2
All real numbers greater than or equal to -3 and less than 2
The table represents some points on the graph of linear function f.
Write a function that represents f.
Which statement is true about the graph of 5x+4y=20 ?
The linear equation has a slope of −45 and a zero 5
The linear equation has a slope of −54 and a zero of 5
The linear equation has a slope of −45 and a zero of 4
The linear equation has a slope of −54 and a zero of 4
What value of x satisfies the equation 2x−(−5+3x)=−3(2x−5) ?
There are 32 teams who qualify for the Texas High School volleyball playoffs. In each round, half of the teams are eliminated. Write a function that can be used to find the number of teams remaining in the tournament at the end of x rounds.
The graph of a linear function is shown. The points plotted are at integer values. What is the rate of change of y with respect to x for this function?
Which of the ordered pairs is NOT in the solution set of 2x−5y≥10 ?
(5,0)
(2,−4)
(−1,−1)
(4,−2)
House of Pies sells apple pies for $5.99 and peach pies for $8.99. They sold a total of 17 pies and made $137.83. How many peach pies did they sell?
The total number of tickets sold at the basketball game was 205. Each adult ticket cost $8.00 and each student ticket cost $5.00. The total revenue for tickets sales was $1490. Which system of equations could NOT be used to determine the number of adult tickets, a, and student tickets, s, sold at the game?
a+s=205
8a+5s=1490
205−s=a
8a+5s=1490
a+s=205
8a=1490−5s
a+s=205
5a+8s=1490
Johnson High School had 310 people attend the baseball game. Student tickets cost $4 each, and adult tickets cost $8 each. Johnson High School raised $1840 in ticket sales. One equation in the system that represents this situation is x+y=310 . Write the second system that could be used to finish solving where x represents the number of student tickets and y represents the number of adult tickets?
