Required percentage |
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= 88.54% | ||||||||
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As per given graph, we can calculate
Number of Matriculate job-seekers :
In 2003 ? 1400 - 650 = 750
In 2004 ? 1625 - 1000 = 625
In 2006 ? 2300 - 1250 = 1050
In 2008 ? 1400 - 2200 = 1800
Hence, in 2008, number of Matriculate job-seekers was maximum.
Let expenditure of company B in 2005 = Rs. x; then
I1(Income) = x + 35/100 x = Rs. 27x/20
Since . expenditure of company B in 2006 = 90/100 x Rs. x = Rs. 9x/10.then
I2(Income ) = 9x/10 + 45/100 x 9x/10 = 9x/10 +81x/200 = Rs. 261x/200
Hence, required percentage = 261x/200/27x20 x 100 = 290/3 = 962/3%
Given :- Total population in 1990 = 153922 , increase = 5337
Total population in 1991 = Total population in 1990 - increase in 1991 = 153922 - 5337 = 148585
Total number of children in 1991 = 21560
Total number of men in 1991 = 69395
? The number of women in 1991 = Total population in 1991 ? ( Total number of children in 1991 + Total number of men in 1991 )
= 148585 ? ( 21560 + 69395 ) = 57630.
In 2004, 2005 and 2008, total import = 40 + 50 + 45 = Rs. 135 crores
In 2004, 2005 and 2008, total export = 35 + 40 + 55 = Rs. 130 crores
Required percentage = 130/135 x 100 = 96.3%
As per given table , we can see that
Total population in 1990 = 153922 , increase in year 1991 = 5337
Total population in 1991 = Total population in 1990 - increase in year 1991 = 153922 ? 5337 = 148585
Required Increase or decrease of population in 1992 over 1991 = Total population in 1992 ? Total population in 1991
= 160998 ? 148585 = + ( 12413 )
In class IV pass percentage of girls is the highest. Thereore in this class only number of failed girls is the minimum.
The data in statement II alone are sufficient to answer the question , while the data in statement I alone are not sufficient to answer the question.
According to question the total amount spent = Rs. 30,00,000 = 100%
? Total Expenditure on the games of Cricket and Hockey = 25% + 15% = 40%
? The total amount spend on the games of Cricket and Hockey = 40% of 30,00,000 = 40 x 30,00,000/100 = 40 x 30,000 = Rs. 12,00,000
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