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The salary of A is in the proportional to the salary of B as that of B is to that of c .if the salary of A and C is 160 and 250 .find the salary of B?
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The salary of A is in the proportional to the salary of B as that of B...
Given Information:
- The salary of A is proportional to the salary of B.
- The salary of B is proportional to the salary of C.
- The salary of A is 160.
- The salary of C is 250.

To Find:
The salary of B.

Solution:
Let's assume the salary of B as 'x'.

The given information can be represented as:
A/B = B/C

Step 1: Calculate the ratio between A and B
A/B = 160/x

Step 2: Calculate the ratio between B and C
B/C = x/250

Step 3: Equate the two ratios
160/x = x/250

Step 4: Cross-multiply
160 * 250 = x^2

Step 5: Solve for x
x^2 = 40000

Taking the square root on both sides:
x = √40000

x = 200

Conclusion:
The salary of B is 200.
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The salary of A is in the proportional to the salary of B as that of B is to that of c .if the salary of A and C is 160 and 250 .find the salary of B? for B Com 2025 is part of B Com preparation. The Question and answers have been prepared according to the B Com exam syllabus. Information about The salary of A is in the proportional to the salary of B as that of B is to that of c .if the salary of A and C is 160 and 250 .find the salary of B? covers all topics & solutions for B Com 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for The salary of A is in the proportional to the salary of B as that of B is to that of c .if the salary of A and C is 160 and 250 .find the salary of B?.
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