A's income is 25%more than that B.how many per cent is B's income less...
**Understanding the Problem:**
Let's assume B's income as 'x'. According to the problem, A's income is 25% more than B's income. So, A's income can be represented as 'x + 0.25x' or '1.25x'.
**Calculating the Difference:**
To find the percentage difference between B's income and A's income, we need to calculate the absolute difference and then express it as a percentage of B's income.
The absolute difference between B's income (x) and A's income (1.25x) can be calculated as:
Absolute difference = 1.25x - x = 0.25x
**Finding the Percentage:**
To find the percentage, we need to divide the absolute difference by B's income (x) and multiply by 100.
Percentage difference = (0.25x / x) * 100 = 25%
**Explanation:**
The percentage difference between B's income and A's income is 25%. This means that B's income is 25% less than A's income.
To understand this concept, let's consider an example. Suppose B's income is $100. Since A's income is 25% more than B's income, we can calculate A's income as follows:
A's income = B's income + 25% of B's income
= $100 + (25/100) * $100
= $100 + $25
= $125
So, A's income is $125, which is $25 more than B's income. To find the percentage difference, we can use the formula mentioned earlier:
Percentage difference = (0.25x / x) * 100 = (0.25 * $100 / $100) * 100 = 25%
Therefore, B's income is 25% less than A's income.
A's income is 25%more than that B.how many per cent is B's income less...
B's income is 20%less than A
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