A fruit seller had some oranges. He sold 30% oranges and still had 210 oranges. The number of oranges he had, initially, was:
- A300
- B200
- C150
- D350
Solution & Step-by-step Explanation
Let the initial number of oranges the fruit seller had be x (which is 100%).
He sold 30% of the oranges, so the percentage of oranges remaining with him is:
Remaining %=100%−30%=70%
According to the question, he still has 210 oranges:
70% of x=210
100
70
×x=210
0.7x=210
x=
0.7
210
=
7
2100
=350
Therefore, he initially had 350 oranges.
He sold 30% of the oranges, so the percentage of oranges remaining with him is:
Remaining %=100%−30%=70%
According to the question, he still has 210 oranges:
70% of x=210
100
70
×x=210
0.7x=210
x=
0.7
210
=
7
2100
=350
Therefore, he initially had 350 oranges.