Algebra 1 – Semester 1

Tips on how to successfully complete:

1.10.4 Journal: Solving Literal Equations and Formulas

 

 

See next page for tips on the assignment itself.   

 

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Scenario: The Arcade

lnstructions:

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1.10.4 Journal: Solving Literal Equations and Formulas Journal

Algebra I Common Core Sem 1 (52936090) Name:Points possible: 20

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1' Bowling costs $25 per game, and laser tag costs $35 per game. Write an equation to hetp you find thenumber of laser-tag games and the number of bowling games the group can play. (3 points: 1 point fordefining each variable, 1 point for the equation)

o \Mat variable will represent the number of games of bowling?

o \Mat variabre wirr represent the number of games of raser tag? _' write an equation or inequality to represent the number of games that can be played with the group,s

$180 while still having money left over for snacks.

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3 points: 1 pointforeach answer.

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Galculate the Number of Laser-Tag Games

2. lf the group bowls three games, how many games of laser tag can they play and still have moneyremainino for snacks? Use vortr formtrle

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your 2 points: 1 point for the answer and 1

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They can play

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games of laser tag and still have money remaining.

3' lf the grouplowls three games and plays one game of laser taq, how much money will be left over?(2 pointe: 1 point for the answer and 1 point t"@l

Show your work:

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Money remaining for snacks:

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Calculate the Number of Bowling Games

4. lf the group agrees to play two of laser what is the maximum number of games they can bowl?(2 points: 1 point for the answer and 1 point

Show your work:

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They can bowl _ games.

5' \Mat does it mean for the group's money if .they don't boJlvl the maximum possible number of games?(1 point for the answer)

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6' lf the_grouplowls fourggg:and playslwo games of taser tag, how much money wiil be teft over?(2 points: 1 point for the answer "nO

t point@Show your work:

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Money remaining for snacks:

Calculate Another Solution

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Take Time to Reflect

8' lf you were in charge of the money, how would you recommend your friends spend it? Explain why youchose the solution that you did. why do you think it's the most fair? (3 points: 1 point for$llgyggrrecommendation and 2 points for explaining your reasonino)

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