Average production of three units A, B & C in 2001 is what percent of the average production of units D, E & F in 2002? (rounded off to two digits after decimal)

109.43

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90.37

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93.1

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106.43

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None of these

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Solution

The correct option is C
93.1

Average production of units A, B and C in 2001 $= \frac{(95 + 75 + 100)}{3} = \frac{270}{3}$

Average production of units, D.E & F in 2002 $= \frac{(100 + 105 + 85)}{3} = \frac{290}{3}$

$∴$ Required answer = $\frac{270 \times 3}{3 \times 290} \times 100 = 93.1 %$

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Average production of three units A, B & C in 2001 is what percent of the average production of units D, E & F in 2002? (rounded off to two digits after decimal)

The correct option is C 93.1 Average production of units A, B and C in 2001 =(95+75+100)3=2703 Average production of units, D.E & F in 2002 =(100+105+85)3=2903 ∴ Required answer =270×33×290×100=93.1%

The correct option is C
93.1

Average production of units A, B and C in 2001 $= \frac{(95 + 75 + 100)}{3} = \frac{270}{3}$

Average production of units, D.E & F in 2002 $= \frac{(100 + 105 + 85)}{3} = \frac{290}{3}$

$∴$ Required answer = $\frac{270 \times 3}{3 \times 290} \times 100 = 93.1 %$