If XY = 600, ABC = 6, then GO + DO will be equal to:a) 150 b) 180 c) 165 d) 155 Correct answer is option 'C'. Can you explain this answer?

Question

If XY = 600, ABC = 6, then GO + DO will be equal to:a)                                  150                               b)                                  180                               c)                                  165                               d)                                  155                               Correct answer is option 'C'. Can you explain this answer?

Answer

Given:
XY = 600
ABC = 6

We are required to find the value of GO + DO.

To solve this problem, we need to understand the relationship between the given values and the unknown values.

1. Relationship between XY and ABC:
We can see that XY is a product of two numbers, X and Y. Similarly, ABC is a product of two numbers, A and B. Therefore, we can write the following equations:

XY = X * Y = 600
ABC = A * B = 6

2. Relationship between XY and GO + DO:
We need to find the value of GO + DO. Let's assume that GO = G and DO = D. Therefore, we can write:

GO + DO = G + D

Now, we need to find the relationship between XY and G + D. Let's analyze the given information.

3. Analyzing the given information:
We can observe that the letters X, Y, A, B, G, and D are all part of the English alphabet. We can assign numerical values to these letters based on their positions in the alphabet:

X = 24, Y = 25, A = 1, B = 2, G = 7, D = 4

Using these numerical values, we can rewrite the equations XY = 600 and ABC = 6 as:

24 * 25 = 600
1 * 2 = 6

4. Finding the value of G + D:
Now, we can substitute the numerical values of G and D into the equation GO + DO = G + D. Using the given information, we have:

G = 7, D = 4

Therefore, GO + DO = 7 + 4 = 11.

5. Comparing GO + DO with the given options:
We are given the options a) 150, b) 180, c) 165, and d) 155. Comparing these options with our calculated value of GO + DO = 11, we find that none of the given options match.

Therefore, none of the given options is the correct answer.

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