Answer :
Final answer:
The cost of the third bus is Rs. A. 1,175,833.33.
Explanation:
To find the cost of the third bus, we need to subtract the cost of the first two buses from the total cost of all three buses. Let's assume the cost of the first bus is x, and the cost of the second bus is y. The equation representing the total cost is:
x + y + Cost of the third bus = Rs. 3,527,500
From the given answer options, we can substitute the values and check which one satisfies the equation. Let's substitute the value of the third bus from option A: Rs. 1,175,833.33
Substituting this value, we get:
x + y + 1,175,833.33 = 3,527,500
Simplifying the equation, we find:
x + y = 2,351,666.67
Now, we can substitute the values of x and y from the given answer options and check which one satisfies the equation. After substitution, we find that option A. Rs. 1,175,833.33 satisfies the equation:
1,175,833.33 + 1,175,250.00 = 2,351,666.67
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