A fruit seller had some apples. he sells 40% apples and still has 420 apples. what is the number of apples originally he had
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Answered by
4
Solution
According to question, seller sells 40% of apples
that means he still has 60% of apples with him ..
That 60% is 420
Let total no. of apple be x
60% of x = 420
(60/100) * x = 420
x = (420*100)/60
x = 700
numbers of apples originally = 700
number of apple sold = 700 - 420 = 280
hope it helps ...
According to question, seller sells 40% of apples
that means he still has 60% of apples with him ..
That 60% is 420
Let total no. of apple be x
60% of x = 420
(60/100) * x = 420
x = (420*100)/60
x = 700
numbers of apples originally = 700
number of apple sold = 700 - 420 = 280
hope it helps ...
Answered by
3
Hi ,
Let total number of apples = x
According to the problem given ,
x - 40% of x = 420
x - ( 40/100 ) × x = 420
x - 2x / 5 = 420
( 5x - 2x ) / 5 = 420
3x/5 = 420
x = 420 × ( 5/3 )
x = 140 × 5
x = 700
Therefore ,
Number of total apples = x = 700
I hope this helps you.
: )
Let total number of apples = x
According to the problem given ,
x - 40% of x = 420
x - ( 40/100 ) × x = 420
x - 2x / 5 = 420
( 5x - 2x ) / 5 = 420
3x/5 = 420
x = 420 × ( 5/3 )
x = 140 × 5
x = 700
Therefore ,
Number of total apples = x = 700
I hope this helps you.
: )
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