0.8x = 80
x = 80/0.8
x = 100 >> selling price
0.8x = 100
x = 100/0.8
x = 125 >> marked price
At Harry's Discount Hardware everything is sold for 20% less than the price marked. If Harry buys tool kits for $80, what price should he mark them if he wants to make a 20% profit on his cost?
4 answers
Ok, another solution for this problem:
20% of $80=16
so, the selling price=80+16=$96
Let, by the mark price of 20% profit=x
so, x-(20% of x)=96
or, x-x/5=96
or, x= (96*5)/4
or, x=$120 (Ans)
20% of $80=16
so, the selling price=80+16=$96
Let, by the mark price of 20% profit=x
so, x-(20% of x)=96
or, x-x/5=96
or, x= (96*5)/4
or, x=$120 (Ans)
the selling price is 80% of the marked price (m.p.)
moving on to the latter part of the question which states that 20% on $80 tools is Harry's profit. Making a profit of $16.So the selling price results to $96. Therefore,80% of m.p.=96.00 Solving this equation gives you m.p.=$120, which is your final answer
moving on to the latter part of the question which states that 20% on $80 tools is Harry's profit. Making a profit of $16.So the selling price results to $96. Therefore,80% of m.p.=96.00 Solving this equation gives you m.p.=$120, which is your final answer
You can percent concept only if
80 on increase 20percent is 96.
120 on decrease 20percent is 96
80 on increase 20percent is 96.
120 on decrease 20percent is 96