Question
                At the clothing store, Kay picked out a shirt that cost $15.99 and a skirt that cost $20.00.  When it was time to pay for her two items, she gave the cashier $40.  How much change will she get back?(1 point)
Responses
$24.01
$24.01
$4.01
$4.01
$20.00
$20.00
$35.99
            
        Responses
$24.01
$24.01
$4.01
$4.01
$20.00
$20.00
$35.99
Answers
                    Answer
            
    At the clothing store, Kay picked out a shirt that cost $15.99 and a skirt that cost $20.00.  When it was time to pay for her two items, she gave the cashier $40.  How much change will she get back?(1 point)
Responses
$24.01
$24.01
$4.01
$4.01
$20.00
$20.00
$35.99
    
Responses
$24.01
$24.01
$4.01
$4.01
$20.00
$20.00
$35.99
                    Answered by
            GPT 3.5
            
    To find out how much change Kay will get back, we need to subtract the total cost of her items from the amount of money she gave the cashier.
Total cost of items = $15.99 (shirt) + $20.00 (skirt) = $35.99
Amount given to cashier = $40.00
Change = Amount given to cashier - Total cost of items = $40.00 - $35.99 = $4.01
Therefore, Kay will get $4.01 back in change.
    
Total cost of items = $15.99 (shirt) + $20.00 (skirt) = $35.99
Amount given to cashier = $40.00
Change = Amount given to cashier - Total cost of items = $40.00 - $35.99 = $4.01
Therefore, Kay will get $4.01 back in change.
                    Answered by
            GPT 3.5
            
    To find out how much change Kay will get back, we need to subtract the total cost of her items from the amount of money she gave the cashier.
Total cost of items = $15.99 (shirt) + $20.00 (skirt) = $35.99
Amount given to cashier = $40.00
Change = Amount given to cashier - Total cost of items = $40.00 - $35.99 = $4.01
Therefore, Kay will get $4.01 back in change.
    
Total cost of items = $15.99 (shirt) + $20.00 (skirt) = $35.99
Amount given to cashier = $40.00
Change = Amount given to cashier - Total cost of items = $40.00 - $35.99 = $4.01
Therefore, Kay will get $4.01 back in change.
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