The salary of A is 20% lower than B’s salary and the salary of C is 56.25% greater than A’s salary. By how much percent the salary of B is less than the salary of C.Options50%25%20%33.33%
Question
The salary of A is 20% lower than B’s salary and the salary of C is 56.25% greater than A’s salary. By how much percent the salary of B is less than the salary of C.Options50%25%20%33.33%
Solution
Let's solve this step by step:
- Let's assume the salary of B is 100 units.
- Therefore, the salary of A is 20% lower than B's salary, which is 80 units.
- The salary of C is 56.25% greater than A's salary. So, C's salary is 80 units + 56.25% of 80 units = 125 units.
- Now, we need to find out by how much percent the salary of B is less than the salary of C.
- The difference between C's and B's salary is 25 units (125 - 100).
- To find out this difference as a percentage of C's salary, we divide the difference by C's salary and multiply by 100. So, (25/125) * 100 = 20%.
So, the salary of B is 20% less than the salary of C.
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