QUANTITATIVE APTITUDE-01
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What will replace the question mark in each of the following questions
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Q No.1
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\(? ‑ 1936248 = 1635773\)
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Q No.2
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\(9587 - ? = 7429 -4358\)
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What could be the maximum value of Q in the following equation (When P= 0, R=0)
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Q No.3
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\(5P9+3R7+2Q8 =1114\)
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Simplify
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Q No.4
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\(5793405 \times 9999\)
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Q No.5
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\(839478 \times 625\)
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Q No.6
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\(387 \times 387 + 113 \times 113 +2 \times387 \times 113\)
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Q No.7
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\(796 \times 796 - 204 \times 204\)
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Q No.8
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\( 6 \times 66 \times 666\)
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Q No.9
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If you substract -1 from +1, what will be the result?
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Q No.10
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What is 348 times 265
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Q No.11
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\(8888+848+88-?=7337+737\)
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Q No.12
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\(414 \times x \times 7= 127512\) then x=
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Q No.13
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\(1256 \times 3892\)
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Q No.14
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If \(64^2 -36^2 = 20 \times x\) then x=
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Q No.15
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\(80^2 -65^2+81 = ?\)
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Q No.16
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\(106 \times 106 -94 \times 94 =? \)
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Q No.17
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If a and b be positive integers such that If \(a^2 -b^2 = 19 \) then value of a is
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Q No.18
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\(999^2 -998^2 = ? \)
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Q No.19
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If \((24+25+26)^2 -(10+20+25)^2 = ? \)
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Q No.21
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$${(0.35)^2 -(0.03)^2 \over 0.19}$$
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Q No.22
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\(0.5 \times 5.6 ∻ 0.5 \times 12\)
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Q No.23
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\(0.01 \times 0.1 - 0.001 ∻ 10 + 0.01\)
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Q No.24
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\(3 \over 8\) \(of 168 \times 15 ∻ 5 + ? = 549 ∻ 9 +235\)
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Q No.25
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How many \( 1\over 8\) s are there in \(37 1 \over 2\)
My results will appear here