If out of the students playing cricket from schools Q,S and T, $40 %, 35 %$ and $45 %$ respectively got selected for State level competition, what is the total number of students who got selected for State level competition from these three schools together?

346

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292

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Solution

The correct option is C 292
Total number of students selected for state level competition from Q, S and T.
$= \frac{180 \times 40}{100} + \frac{320 + 35}{100} + \frac{240 \times 45}{100}$
$= 18 \times 4 + 32 \times 35 + 2.4 \times 45$
$= 72 + 112 + 108 = 292$

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Number of students playing Carrom, Cricket and Hockey from different schools

The total number of students playing Hockey from all schools together is approximately what per cent of the total number of students playing Cricket from all schools together?

Q. The total number of students playing hockey from all schools together is approximately what per cent of the total number of students playing cricket from all schools together?

Q. The total number of students playing carrom and hockey together from school P is what percent of the total number of students playing these two games together from school R?

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If out of the students playing cricket from schools Q,S and T, 40%,35% and 45% respectively got selected for State level competition, what is the total number of students who got selected for State level competition from these three schools together?

The correct option is C 292Total number of students selected for state level competition from Q, S and T. =180×40100+320+35100+240×45100 =18×4+32×35+2.4×45 =72+112+108=292

If out of the students playing cricket from schools Q,S and T, $40 %, 35 %$ and $45 %$ respectively got selected for State level competition, what is the total number of students who got selected for State level competition from these three schools together?

The correct option is C 292
Total number of students selected for state level competition from Q, S and T.
$= \frac{180 \times 40}{100} + \frac{320 + 35}{100} + \frac{240 \times 45}{100}$
$= 18 \times 4 + 32 \times 35 + 2.4 \times 45$
$= 72 + 112 + 108 = 292$