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Question 2
2.
Solve the linear system BY GRAPHING, if possible.
CHECK YOUR SOLUTION ALGEBRAICALLY - SHOW YOUR WORK!
We have released a new and improved Graphing question type! Students will no longer be able to answer this question.
Question 3
3.
Solve the linear system, if possible, BY SUBSTITUTION. CHECK YOUR SOLUTION ALGEBRAICALLY.
SHOW YOUR WORK for both solving and checking!
Question 4
4.
Solve the linear system, if possible, BY ELIMINATION. CHECK YOUR SOLUTION ALGEBRAICALLY.
SHOW YOUR WORK for both solving and checking!
Question 5
5.
Solve the linear system, if possible, BY ANY ALGEBRAIC METHOD. CHECK YOUR SOLUTION ALGEBRAICALLY.
SHOW YOUR WORK for both solving and checking!
Question 6
6.
Solve the linear system, if possible, BY ANY ALGEBRAIC METHOD. CHECK YOUR SOLUTION ALGEBRAICALLY.
SHOW YOUR WORK for both solving and checking!
Tickets for a school play cost $4 for adults and $2 for children. By the end of the play, the school sold a total of 105 tickets and collected $360.
Question 7
7.
Write a linear system to represent the given problem. (x is number of adult tickets and y is number of children tickets)
Put a comma between your two equations and no spaces.
Question 8
8.
Solve the linear system using any algebraic method to find the number of adults tickets and children tickets sold. Show your work!