Stephanie wants to buy her brother some UGA clothes before he starts school there. She has $55 to spend on him. The hats are $10 each and the shirts are $15 each. Part a: Write an equation to model the situation
Part b If she buys 1 hat, how many shirts can she buy?
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Part a: $10h + $15s ≤ $55

Part b: She can buy 3 shirts

Step-by-step explanation:

Part a: Write an equation to model the situation

Stephanie has $55 to spend.  Assume that hats are h, and shirts are s.

She can buy h hats for $10 each, represented as $10h

She can s shirts for $15 each, represented as $15s

She cannot spend more than $55

So that means $10h + $15s ≤ $55

It has to be less than or equal to because she can spend less money or $55 on her brother.

Part b: if she buys 1 hat, how many shirts can she buy?

Lets use our equation from part a

$10h + $15s ≤ $55

replace for for h because she bought 1 hat

$10 + $15s ≤ $55

Solve:

$10 + $15s ≤ $55

$15s ≤ $45

s ≤ 3

She can buy 3 shirts

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-Chetan K

there is no grid

step-by-step explanation:

answer:   y=2x-3

step-by-step explanation: