Question

if A is 25% less than B how much percent B is more than A​

Answer 1

Answer:

Step-by-step explanation:

75%

Answer 2

Given: A is $25$% less than B.

We have to find how much percent B is more than A​.

• As we know that a percentage is a fraction of an amount is expressed as a particular number of hundredths of that amount.
• It is denoted by a symbol(%).
• For example,$5 \%$ means$\frac{5}{100}$.
• By using the unitary method we are calculating the percentage of numbers.
• As we know fractions can be converted into percentages and vice-versa.
• And percentages are reversible.  
• For example, $50\%\ of \ 60$ is the same as$60\%\ of \ 50$.

We are solving in the following way:

We have,

A is $25$% less than B.

From the above statement we can write:

$\Rightarrow A=B-25\%\\\\\Rightarrow A=B-\frac{25}{100} \\\\\Rightarrow A+\frac{25}{100} = B\\\\\Rightarrow B= A+\frac{25}{100}$

Solving the above equation further we get,

B is $25$% more than A.

Hence, B is $25$% more than A.