Question: ? % of 932 + 30 = 309.6 [Ans. (a) 30]
(a)
30 (b) 25 (c) 35 (d) 40 (e) None of these
Question: 88% of 370 + 24% of 210 - ? = 118 [Ans. (a) 258]
(a) 258 (b) 358 (c)
268 (d) 256 (e) None of these
Detailed Explanation: If “x” percent of “y” is to be determined, then “y”
is always taken as 100%. For example, ?% of 932 is to be determined; so 932 is
taken as 100%. Then, 93.2 is equivalent to 10% and 9.32 is equivalent to 1%.
Also, we use fractional values of different percentages. As for example, ½ is the
fractional value of 50%; ¼ is the
fractional value of 25%; 1/3 is the fractional value of (33 and 1/3)%; 1/5 is the
fractional value of 20% etc.
For the First Question, ?
% of 932 + 30 = 309.6 or, ? % of 932 = 279.6
Here, 932 ≡ 100%; 93.2 ≡ 10%; 9.32 ≡ 1%;
10% is equivalent to 93.2, and 279.6 is three times of 93.2. Therefore,
279.6 is equivalent to 30%. Ans.
For the Second Question, 88% of 370 + 24% of 210 -
? = 118
First of all we find 88% of 370 as
100% ≡ 370
10% ≡ 37.0
1% ≡ 3.70
2% ≡ 7.40
12% ≡ 44.4
88% ≡ 325.6
Then, we find 24% of 210
100% ≡ 210
10% ≡ 21.0
1% ≡
2.10
20% ≡ 42
4% ≡ 8.4
24%
≡ 50.4
Therefore, 88% of 370 + 24% of 210 -
? = 118
Or, 325.6 + 50.4 – 118 =?
Or, ? = 258 Ans.
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