Advertisements
Advertisements
प्रश्न
The number 8,000 is first increased by 20% and then decreased by 20%. Find the resulting number.
उत्तर
The resulting number
= The original number x `(1 + 20/100) xx (1 - 20/100)`
= `8000 xx (120)/(100) xx (80)/(100)`
= 7,680
APPEARS IN
संबंधित प्रश्न
The cost of a scooter depreciates every year by 15% of its value at the beginning of the year. If the present cost of the scooter is ₹ 8,000; find its cost: after one year.
In an objective type paper of 150 questions; John got 80% correct answers and Mohan got 64% correct answers.
(i) How many correct answers did each get?
(ii) What percent is Mohan’s correct answers to John’s correct answers?
A man bought a certain number of oranges; out of which 13 percent were found rotten. He gave 75% of the remaining in charity and still has 522 oranges left. Find how many had he bought?
A number when decreased by 16% becomes 798 ; find the number.
Express:
80 paise as a percent of Rs 4.
In a camp, there were 500 soldiers. 60 more soldiers joined them. What percent of the earlier (original) number have joined the camp?
When 60 is subtracted from 60% of a number to give 60, the number is
There are 500 students in a rural school. If 370 of them can swim, what percentage of them can swim and what percentage cannot?
Find the value of x if 8% of ₹ x is ₹ 100.
What percent of 1 km is 1000 metres?