Answer
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Hint: We first find the number of cars silver Vento has in the data representation. We find the value of the double of that number. We try to find that number in the data and find the car type to find the solution.
Complete step-by-step solution:
The number of silver Vento cars can be found from the fourth row and first column where the number is 37.
We need to find the car type which has twice the number of silver Vento.
The double number of 37 is $37\times 2=74$.
There are in total 12 entries out of which only one has an entry of 74 and that is in the fourth row and third column. That block represents the Silver WagonR.
Therefore, the correct option is (a).
Note: We denote this type of representation as the bivariate representation where we are dealing with 2 types of variables. The right row and column represent its two characteristics at the same time.
Complete step-by-step solution:
The number of silver Vento cars can be found from the fourth row and first column where the number is 37.
We need to find the car type which has twice the number of silver Vento.
The double number of 37 is $37\times 2=74$.
There are in total 12 entries out of which only one has an entry of 74 and that is in the fourth row and third column. That block represents the Silver WagonR.
Therefore, the correct option is (a).
Note: We denote this type of representation as the bivariate representation where we are dealing with 2 types of variables. The right row and column represent its two characteristics at the same time.
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