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Zina [86]
3 years ago
11

Work the following problem. Choose the correct answer. If an article costs a store $17.45 and if it sells the article for $22.95

, what percentage markup is it using?
%
Mathematics
2 answers:
Sedaia [141]3 years ago
5 0
(22.95−17.45)÷17.45)*100=31.52%
ruslelena [56]3 years ago
4 0

Answer:

The market price in percentage of the the article is 31.5%.

Step-by-step explanation:

Given : If an article costs a store $17.45 and if it sells the article for $22.95.

To find : What percentage markup is it using?

Solution :

The cost price of the article is CP=$17.45

The selling price of the article is SP=$22.95

Market price formula is

MP=\frac{SP-CP}{CP}

MP=\frac{22.95-17.45}{17.45}

MP=\frac{5.5}{17.45}

MP=0.315

The market price of the article is $0.315.

MP into percentage,

MP\%=MP\times 100\\MP\%=0.315\times 100\\MP\%=31.5\%

Therefore, The market price in percentage of the the article is 31.5%.

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Answer:

C = 75 + 0.17x and R = 2x

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Step-by-step explanation:

The cost to make the cupcakes is a fixed $75 plus $0.17 per cupcakes made and the selling price of each cupcake is $2.00.

Part A: Now, the equation for the cost, C, for making x cupcakes is  

C = 75 + 0.17x ......... (1)

Again the equation for the revenue, R, from selling x cupcakes is

R = 2x ............ (2)

Part B: So, the inequality that could be solved to find the number of cupcakes, x, that must be made and sold to make a profit is  

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Part C: Solving inequality (3) we get

(2 - 0.17)x > 75

⇒ x > 40.98

⇒ x ≥ 41 {Since, x can not be a fraction}

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