Given :
To find:
Solution :
[tex] = \frac{20}{100} \times 14500 \\ \\ = 20 \times 145 \\ \\ = 2900[/tex]
He have loss of Rs. 2900.
Now price after loss / selling price -
[tex]\large{\mathfrak{ \fcolorbox{aqua}{black}{\blue{\dag{Answer࿐}}}}}[/tex]
Selling price = {1 - ( loss percent/100 )} × cost price
Selling price = {1 - ( 20/100 )} × Rs. 14,500
Selling price = {4/5} × Rs. 14,500
Selling price = Rs. 11600
Hence, Selling price of each Air Conditioner is Rs. 11600.
GOOD MORNING SISO. HRU?
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Thanks for your question...
Your required answer :
Given :
To find:
Solution :
[tex] = \frac{20}{100} \times 14500 \\ \\ = 20 \times 145 \\ \\ = 2900[/tex]
He have loss of Rs. 2900.
Now price after loss / selling price -
Brainliest Please
[tex]\large{\mathfrak{ \fcolorbox{aqua}{black}{\blue{\dag{Answer࿐}}}}}[/tex]
Selling price = {1 - ( loss percent/100 )} × cost price
Selling price = {1 - ( 20/100 )} × Rs. 14,500
Selling price = {4/5} × Rs. 14,500
Selling price = Rs. 11600
Hence, Selling price of each Air Conditioner is Rs. 11600.
GOOD MORNING SISO. HRU?