Question:
The table shows the marks of five engineering students in Thermodynamics and Hydraulics. What is the ratio between the total marks obtained by Quesh and Sharma together in Hydraulics and the total marks obtained by Parikh and Rao together in Thermodynamics?
The table shows the marks of five engineering students in Thermodynamics and Hydraulics. What is the ratio between the total marks obtained by Quesh and Sharma together in Hydraulics and the total marks obtained by Parikh and Rao together in Thermodynamics?
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When calculating ratios from tabular data, always compute totals first, then simplify to match the given options.
Updated On: Dec 16, 2025
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The Correct Option is B
Solution and Explanation
Step 1: Calculate total Hydraulics marks for Quesh and Sharma.
Quesh = 110
Sharma = 120
$$ \text{Total} = 110 + 120 = 230 $$ Step 2: Calculate total Thermodynamics marks for Parikh and Rao.
Parikh = 130
Rao = 80
$$ \text{Total} = 130 + 80 = 210 $$ Step 3: Find the ratio.
$$ \text{Ratio} = \frac{230}{210} = \frac{23}{21} = 23:21 $$ Conclusion: $$ \boxed{\text{(B) 23:21}} $$
Quesh = 110
Sharma = 120
$$ \text{Total} = 110 + 120 = 230 $$ Step 2: Calculate total Thermodynamics marks for Parikh and Rao.
Parikh = 130
Rao = 80
$$ \text{Total} = 130 + 80 = 210 $$ Step 3: Find the ratio.
$$ \text{Ratio} = \frac{230}{210} = \frac{23}{21} = 23:21 $$ Conclusion: $$ \boxed{\text{(B) 23:21}} $$
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