Suppose you are having a birthday party at the local bowling alley. You are trying to figure out how many people you can afford to invite.

Question

You can spend a maximum of $500 on your party. The table below represents the costs for each bowling alley.
|bowl/person
Bowling A $10.50
Bowling B $15.00

1. Set up an equation that shows the relationship between the number of guests and the price per bowler for each bowling alley.
2. Calculate how many guests you will be able to invite to your party for each bowling alley.

Answer 1

1. Let x be the number of guests to invite to the party.

For Bowling A:
Total cost = $10.50x

For Bowling B:
Total cost = $15.00x

2. Setting up the equations:
$10.50x ≤ $500
$15.00x ≤ $500

Solving for x:
For Bowling A:
$10.50x ≤ $500
x ≤ $500 / $10.50
x ≤ 47.62
Therefore, you can invite a maximum of 47 guests to Bowling A.

For Bowling B:
$15.00x ≤ $500
x ≤ $500 / $15.00
x ≤ 33.33
Therefore, you can invite a maximum of 33 guests to Bowling B.

Answer 2

Which of the following can be repeated in visual rhythm? (Choose all that apply.)

A.
Motif

B.
Form

C.
Shape

D.
Pattern

Answer 3

A. Motif
C. Shape
D. Pattern

Answer 4

so which one is for question 1 and for question 2?

Answer 5

For question 1, "Pattern" can be repeated in visual rhythm.

For question 2, "Motif" can be repeated in visual rhythm.