Q-1 The annual salary of Suresh increased from Rs 16,00,000 to Rs 20,00,000. Find the percentage increase.
Q-1 The annual salary of Suresh increased from Rs 16,00,000 to Rs 20,00,000. Find the percentage increase.
Q- 2 if We Add 12 1/2 % of a number in itself, we get 8100. Find the number.
Q-2 if We Add 12 1/2 % of a number in itself, we get 8100. Find the number.
8 = 7200
Q-3 If we subtract 14 2/7 % of a number from itself, then we get 5400, find the number ?
Q-3 If we subtract 14 2/7 % of a number from itself, then we get 5400, find the number ?
7 = 6300
Q-4 if we subtract 11 1/9 % of 7200 from itself then what we get?
Q-4 if we subtract 11 1/9 % of 7200 from itself then what we get?
7200 – 900 = 6300
Q-5 If a number is increased by 25% and the resulting number is decreased by 25%. Then the percentage increase or decrease finally is
A. No change
B. Decreased by 6 ¼ %
C. Increased by 6 ¼ %
D. Increased by 6%
Q-5 If a number is increased by 25% and the resulting number is decreased by 25%. Then the percentage increase or decrease finally is
A. No change
B. Decreased by 6 ¼ % 4 5
C. Increased by 6 ¼ % 4 3
D. Increased by 6% 16 15
1/16x 100 = 6.25% (Decrease)
Q-6 The value of a machine depreciates every year by 10%. If its present value is Rs. 50,000 then the value of the machine after 2 years is _____.
A Rs. 40,500
B Rs. 40,050
C Rs. 45,000
D Rs. 40,005
Q-6 The value of a machine depreciates every year by 10%. If its present value is Rs. 50,000 then the value of the machine after 2 years is _____.
A. Rs. 40,500
B. Rs. 40,050 10% = 1/10
C. Rs. 45,000 10 9
D. Rs. 40,005 10 9 100 = 50000
100 81 1 = 500
81 = 40,500
Q-7 The price of onions has been increased by 50%. In order to keep the expenditure on onions the same the percentage of reduction in consumption has to be
A. 50%
B. 33 1/3 %
C. 33%
D. 30%
Q-7 The price of onions has been increased by 50%. In order to keep the expenditure on onions the same the percentage of reduction in consumption has to be
A. 50%
B. 33 1/3 % 50% = ½
C. 33% 2 3
D. 30% 3 2 1/3x 100 = %
Q-8 The number of seats in an auditorium is increased by 25%. The price of a ticket is also increased by 12%. Then the increase in revenue collection will be:
A. 38%
B. 40%
C. 49%
D.51%
Q-8 The number of seats in an auditorium is increased by 25%. The price of a ticket is also increased by 12%. Then the increase in revenue collection will be:
A. 38% 25% = ¼ 12% = 3/25
B. 40% No of seats X Price of Ticket
C. 49% 4 5
D.51% 25 28
100 140 40/100 X 100 = 40%
Q-9 If the difference of 35% of a number and 25% of the same number is 240 then find the 150% of that number.
A. 2200
B. 3000
C. 2400
D. 3600
Q-9 If the difference of 35% of a number and 25% of the same number is 240 then find the 150% of that number.
A. 2200
B. 3000 35% - 25% = 240
C. 2400 10% = 240
D. 3600 1% = 24
so 150% = 360
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