JIPMAT 2022 (LR) - array|c|c| Color & Light : Dark \\ Red & 3 : 4 \\ Blue & 5 : 3 \\ Green & 1 : 3 \\ Pink & 1 : 7 \\ Yellow & 9 : 5 \\ Orange & 7 : 9 \\ array In a box, there are several balls. The pie-chart shows the percentage-wise distribution of 5 different colours of balls; and total number of balls = 1000. Also, the ratio of the light and dark shades of the six colours of balls is given. How many dark red balls are there in the box? | PYQs + Solutions | AfterBoards
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JIPMAT 2022 (LR) PYQs

JIPMAT 2022

Logical Reasoning
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Pie Chart

Easy

ColorLight : DarkRed3:4Blue5:3Green1:3Pink1:7Yellow9:5Orange7:9\begin{array}{|c|c|} \hline \textbf{Color} & \textbf{Light : Dark} \\ \hline \text{Red} & 3 : 4 \\ \text{Blue} & 5 : 3 \\ \text{Green} & 1 : 3 \\ \text{Pink} & 1 : 7 \\ \text{Yellow} & 9 : 5 \\ \text{Orange} & 7 : 9 \\ \hline \end{array}
In a box, there are several balls. The pie-chart shows the percentage-wise distribution of 5 different colours of balls; and total number of balls = 1000. Also, the ratio of the light and dark shades of the six colours of balls is given. How many dark red balls are there in the box?

Correct Option: 2
The total number of balls is given as 10001000. \newline The percentage of red balls is 21%21\%. \newline Hence, the number of red balls is calculated as:
Number of red balls=21%×1000=21100×1000=210\text{Number of red balls} = 21\% \times 1000 = \frac{21}{100} \times 1000 = 210
The light-to-dark ratio for red balls is 3:43:4. \newline This means, for every 77 parts (3+43 + 4), 33 parts are light, and 44 parts are dark.
The number of dark red balls is:
Dark red balls=47×210=120\text{Dark red balls} = \frac{4}{7} \times 210 = 120

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