If the cost price of 12 pens is equal to the selling price of 8 pens, the gain percent is About the author Madeline
Solution Given :– the cost price of 12 pens is equal to the selling price of 8 pens. Find :– Gain in percentage Explanation We Know, for gain percentage first calculate gain. So, Now calculate Let, CP of 12 pens = Rs x CP of 1 pens = Rsx/12 Therefore, SP of 8 pens also = Rs. x SP of 1 pens also = Rs. x/8 Then, ==> Gain = x/8 – x/12 ==> Gain = x(12 – 8)/96 ==> Gain = 4x/96 ==> Gain = x/24 Now, Calculate %gain Formula [tex]\dag\boxed{\underline{\tt{\red{\:Gain\%\:=\:\dfrac{Gain\times 100}{C.P.}}}}}[/tex] ==> Gain% = (x/24 × 100)/(x/12) ==> Gain% = 100×12/24 ==> Gain% = 100/2 ==> Gain % = 50% Hence Gain% will be = 50%. ___________________ Reply
Solution
Given :–
Find :–
Explanation
We Know, for gain percentage first calculate gain.
So, Now calculate
Let,
Therefore,
Then,
==> Gain = x/8 – x/12
==> Gain = x(12 – 8)/96
==> Gain = 4x/96
==> Gain = x/24
Now, Calculate %gain
Formula
[tex]\dag\boxed{\underline{\tt{\red{\:Gain\%\:=\:\dfrac{Gain\times 100}{C.P.}}}}}[/tex]
==> Gain% = (x/24 × 100)/(x/12)
==> Gain% = 100×12/24
==> Gain% = 100/2
==> Gain % = 50%
Hence
___________________