A shopkeeper sold a wrist watch at
10% percent profit and a wall clock
at 5% loss and there by gaining a
total of ₹1400. Had he sold the
watch at 10% loss instead of profit
he would have lost a total of ₹1600.
What is the cost price of the clock?
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Answer:
Let the cost of watch be x , so earlier sale price is .95x . New sale price is =.95x+140 and new purchase price is =.9x , so new gain=.95x+140-.9x=.05x+140 and it is equal to x/4 or .05x+140=.25x or .2x=140 or x=700. So cost price is rupees 700.
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