• #### 1.  In measuring the side of a square, an error of 5% in excess is made. The error % in the calculated area is,

• $$10\frac{1}{4}\%$$
• $$10\frac{3}{4}\%$$
• $$1\frac{3}{4}\%$$
• 25%

• 40%
• 70%
• 60%
• 55%

• Rs. 5400
• Rs. 4400
• Rs. 5000
• Rs. 3600

• 80
• 75
• 50
• 20

• 99.22%
• 95%
• 98.22%
• 100%

• Rs 185
• Rs 230
• Rs 250
• Rs 450
• #### 7.  The ratio between Ram's age and Rahim's age is 10 : 11. What is the age of Rahim in percentage of Ram's

• $$109\frac{1}{{11}}\%$$
• 110%
• $$111\frac{1}{9}\%$$
• 111%

• 50%
• 80%
• 300%
• 200%

• 35%
• 30%
• 10%
• 25%
• #### 10.  The price of rice has increased by 60%. By what percentage should the consumption go down to keep the total expenditure on rice the same?

• $$33\frac{1}{3}\%$$
• $$37\frac{1}{2}\%$$
• 40 %
• 45 %

• 12.02%
• 14.03%
• 13.04%
• 15%

• 300
• 900
• 3000
• 9000
• #### 13.  605 sweets were distributed equally among children in such a way that the number of sweets received by each child is 20% of the total number of children. How many sweets did each child receive?

• 24
• 11
• 45
• Cannot be determined
• #### 14.  If x% of a is the same as y% of b, then z% of b will be

• $$\frac{{{\rm{yz}}}}{{\rm{x}}}{\rm{\% \;of\;a}}$$
• $$\frac{{zx}}{y}{\rm{\% \;of\;a}}$$
• $$\frac{{xy}}{z}{\rm{\% \;of\;a}}$$
• $$\frac{y}{z}{\rm{\% \;of\;a}}$$

• 25
• 50
• 75
• 100

• 70%
• 60%
• 50%
• 40%
• #### 17.  Two numbers are 35% and 50% lesser than a third number. By how much percent is the second number to be enhanced to make it equal to the first number?

• 23.08 percent
• 15 percent
• 25 percent
• 30 percent

• 12%
• 36%
• 4%
• 5%

• 73,000
• 30,000
• 54,000
• 20,000

• 6672
• 2224
• 4724
• 4172

• 6.3%
• 8.1%
• 4.3%
• 4%

• 10.25%
• 12.5%
• 15.755
• 8.25%
• #### 23.  A batsman scored 120 runs which included 7 fours and 8 sixes. What percent of his total score, did he make by running between the wickets?

• 42%
• $$45\frac{5}{{11}}\%$$
• $$54\frac{6}{{11}}\%$$
• $$36\frac{2}{3}\%$$

• 95
• 110
• 125
• 130

• Rs. 3890
• Rs. 4320
• Rs. 2130
• Rs. 3120

• 83,600
• 86,300
• 93,600
• 86,900
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