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Simplification MCQ Question for Competitive Exams

Simplification MCQ Question for Competitive Exams, Aptitude Simplification MCQ Question for Competitive Exams, Practice Simplification Questions and Answers, Simplification Aptitude Questions and Answers,

21. \(\displaystyle 3\frac{2}{3}+2\frac{3}{4}+1\frac{1}{2}=?\)

(a) \(\displaystyle 8\frac{{11}}{{12}}\)

(b) \(\displaystyle 10\frac{{12}}{{13}}\)

(c) \(\displaystyle 7\frac{{11}}{{12}}\)

(d) \(\displaystyle 9\frac{{11}}{{13}}\)

(e) None of these


Solution: (c)
\(\displaystyle (3+2+1)+(\frac{2}{3}+\frac{3}{4}+\frac{1}{2})\)
\(\displaystyle 6+\frac{{8+9+6}}{{12}}=6+\frac{{23}}{{12}}=7\frac{{11}}{{12}}\)

22. \(\displaystyle 16\%of450\div ?\%of250=4.8\)

(a) 12

(b) 6

(c) 4

(d) 10

(e) None of these


Solution: (b)
\(\displaystyle 16\%of450\div ?\%of250=4.8\)
\(\displaystyle \Rightarrow \)\(\displaystyle 450\times \frac{{16}}{{100}}\times 250\times \frac{?}{{100}}=4.8\)
\(\displaystyle \Rightarrow \)\(\displaystyle 72\div 2.5\times ?=4.8\)
\(\displaystyle \Rightarrow \)\(\displaystyle 2.5\times ?=\frac{{72}}{{4.8}}\)
\(\displaystyle ?=\frac{{72}}{{4.8\times 2.5}}=6\)

23. \(\displaystyle \sqrt{?}-11=\sqrt{{1521}}\)

(a) \(\displaystyle \sqrt{{2500}}\)

(b) \(\displaystyle {{28}^{2}}\)

(c) \(\displaystyle \sqrt{{28}}\)

(d) 50

(e) None of these


Solution: (e)
\(\displaystyle \sqrt{?}-11=\sqrt{{1521}}\)
\(\displaystyle \sqrt{?}-11=39\)
\(\displaystyle \sqrt{?}=39+11=50\)
\(\displaystyle ?={{50}^{2}}=2500\)

24. \(\displaystyle 4\times ?=4062\div 5\)

(a) 203.1

(b) 213.1

(c) 205.1

(d) 215.1

(e) None of these


Solution: (a)
\(\displaystyle 4\times ?=4062\div 5=4062\times \frac{1}{5}=812.4\)
\(\displaystyle ?=\frac{{812.4}}{4}=203.1\)

25. 13% of 258 – ? = 10

(a) 23.45

(b) 24.53

(c) 23.54

(d) 24.35

(e) None of these


Solution: (c)
13% of 258 – ? = 10
? = 13% of 258 – 10
\(\displaystyle 258\times \frac{{13}}{{100}}-10=33.54-10=23.54\)

26. \(\displaystyle \frac{4}{5}\times 2\frac{3}{4}\div \frac{5}{8}=?\)

(a) \(\displaystyle 4\frac{{12}}{{35}}\)

(b) \(\displaystyle 1\frac{{12}}{{35}}\)

(c) \(\displaystyle 2\frac{{11}}{{35}}\)

(d) \(\displaystyle 3\frac{{13}}{{25}}\)

(e) None of these


Solution: (c)
\(\displaystyle ?=\frac{4}{5}\times 2\frac{3}{4}\div \frac{5}{8}=\frac{4}{5}\times \frac{{11}}{4}\div \frac{5}{8}\)
\(\displaystyle \frac{4}{5}\times \frac{{11}}{4}\times \frac{8}{5}=\frac{{88}}{{25}}=3\frac{{13}}{{25}}\)

27. \(\displaystyle 5437-3153+2284=?\times 50\)

(a) 96.66

(b) 91.36

(c) 96.13

(d) 93. 16

(e) None of these


Solution: (b)
\(\displaystyle ?\times 50=5437-3153+2284=7721-3153=4568\)
\(\displaystyle ?=\frac{{4568}}{{50}}=91.36\)

28. \(\displaystyle (3325\div 25)\times (152\div 16)=?\)

(a) 1269.4

(b) 1264.9

(c) 1265.3

(d) 1263.5

(e) None of these


Solution: (d)
Given expression implies \(\displaystyle ?=\frac{{3325}}{{25}}\times \frac{{152}}{{16}}\)
\(\displaystyle 133\times 9.5=1263.5\)

29. 45316 + 52131 – 65229 = ? + 15151

(a) 17063

(b) 17073

(c) 17076

(d) 17067

(e) None of these


Solution: (d)
45316 + 52131 – 65229 = ? + 15151
32218 = ? + 15151
? = 32218 – 15151 = 17067

30. \(\displaystyle ?\div 0.5\times 24=5652\)

(a) 171.75

(b) 117.25

(c) 171.25

(d) 117.75

(e) None of these


Solution: (d)
\(\displaystyle \frac{?}{{0.5}}\times 24=5652\)
\(\displaystyle ?=\frac{{5652\times 0.5}}{{24}}=117.75\)