Respuesta :

YellowMustange
If you should happen to glance at these three problems,
you'll notice that they're all the same problem, just with
different numbers.  So if somebody showed you how to do
ONE of them, you'd know how to do ALL of them.

1).  Markup = 10% of $50 = 0.1 x $50 = $5
       Selling price = ($50 + $5)  =  $55 .

2).  Markup = 60% of $80 = 0.6 x $80 = $48
      Selling price = ($80 + $48)  =  $128 .
     
3).  Markup = 25% of $140 = 0.25 x $140 = $35
      Selling price = ($140 + $35)  =  $175 . 
*175* is your answer

If the cost to store is $80 and the markup is 60%, then the selling price is $128

Note that:

Selling Price = Markup  +  Cost price

Cost to store = $80

Markup = 60%

Markup = 60% of cost price

Markup = 60% of 80

Markup = 60/100  x  80

Markup  =  $48

Selling Price = Markup  +  Cost price

Selling price = $48  +  $80

Selling price = $128

Therefore, if the cost to store is $80 and the markup is 60%, then the selling price is $128

Learn more here: https://brainly.com/question/3842543

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