Question

A manufacturer sells three product a,b,c. Product a costs rupee 200 and is sold rupee 260. Product b costs rupee 150 and is sold rupee 180. Product c costs rupee 100 and is sold rupee 140. Which product should be manufactured more in order to have maximum profit percentage?

Answer 1

Finding Profit % of Product "A" -

CP = 200 SP = 260

Profit = SP - CP = 260 - 200 = 60

Profit % = Profit/CP x 100

= 60/200 x 100 = 30 %.

Profit % of Product "A" = 30 %

_______________________________

Finding Profit % of Product "B" -

CP = 150. SP = 180

Profit = SP - CP = 180 - 150 = 30

Profit % = Profit / CP x 100

= 30/150 x 100 = 20 %

Profit % of Product "B" = 20 %

________________________________

Finding Profit % of Product "C" -

CP = 100. SP = 140

Profit = SP - CP = 140 - 100 = 40

Profit % = Profit / CP x 100

= 40/100 x 100 = 40 %

Profit % of Product "C" = 40 %.


Hence :

$\bold{Product "C" should \: be \: manufactured \: more}$

Answer 2

Answer:

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