Aditya sells his two cycle at the rate of 5hundred each on one cycle he gain 6% while on other cylcle he insures loss6% find his total lossgain in whole transaction
Answers
Answer:
His total loss in whole transaction = Rs 4
Step-by-step explanation:
Given that:
Aditya sells his two cycles at the rate of Rs. 500 each.
To Find:
His total loss/gain in whole transaction.
Formula used:
CP = (SP × 100)/(100 + Gain%)
CP = (SP × 100)/(100 - Loss%)
First finding the CP at gain of 6%:
→ CP = (SP × 100)/(100 + Gain%)
→ CP = Rs. (500 × 100)/(100 + 6)
→ CP = Rs. 50000/106
→ CP = Rs. 472 (approx.)
Now finding the CP at loss of 6%:
→ CP = (SP × 100)/(100 - loss%)
→ CP = Rs. (500 × 100)/(100 - 6)
→ CP = Rs. 50000/94
→ CP = Rs. 532 (approx.)
Total selling price = Rs (500 + 500)
Total selling price = Rs 1000
Total cost price = Rs (472 + 532)
Total cost price = Rs 1004
Here, Cost price is greater than the selling price.
So, Loss.
Loss = CP - SP
Loss = Rs (1004 - 1000)
Loss = Rs 4
Answer:
His total loss in whole transaction = Rs 4
Step-by-step explanation:
Given that:
Aditya sells his two cycles at the rate of Rs. 500 each.
To Find:
His total loss/gain in whole transaction.
Formula used:
CP = (SP × 100)/(100 + Gain%)
CP = (SP × 100)/(100 - Loss%)
First finding the CP at gain of 6%:
→ CP = (SP × 100)/(100 + Gain%)
→ CP = Rs. (500 × 100)/(100 + 6)
→ CP = Rs. 50000/106
→ CP = Rs. 472 (approx.)
Now finding the CP at loss of 6%:
→ CP = (SP × 100)/(100 - loss%)
→ CP = Rs. (500 × 100)/(100 - 6)
→ CP = Rs. 50000/94
→ CP = Rs. 532 (approx.)
Total selling price = Rs (500 + 500)
Total selling price = Rs 1000
Total cost price = Rs (472 + 532)
Total cost price = Rs 1004
Here, Cost price is greater than the selling price.
So, Loss.
Loss = CP - SP
Loss = Rs (1004 - 1000)
Loss = Rs 4