First find the percentage of a number:
a/b = p/100, *P is the percentage
Here is a sample problem:
What is %40 of 50?
You would write that as:
a/50 = 40/100
Simplify (When possible)
a/50 = 2/5
Convert:
How many times does it take 5 to go into 50?
a/50 = 2x10/5x10
Answer: 10
a/50 = 20/50
Divide (by 50)
a = 20
20 is %40 of 50
Then find increase or decrease:
Sample problem: 100 to 50 (decrease) *remember: a/b = p/100
We are trying to find p so the equation is:
50/100 = p/100
Multiply by 100 to get p by itself
50 = p
Answer: The percentage of decrease is 50 percent
Sample problem: 256 to 224 (decrease) *remember: a/b = p/100
We are trying to find p so the equation is:
224/256 = p/100
Simplify (When possible)
.875 = p/100
Multiply by 100 to get p by itself
87.5 = p
Answer: The percentage of decrease is 87.5 percent
A as a percentage of B: (100 x A)/B
The percentage of decrease from 421 to 293 is about 30.4%.
~65.385% is the decrease of percentage from 26 to 9.
percentage of decrease = amount of decrease divided b the original amount and then multiply.
The percentage decrease from 140 to 80 would be -42.8%
It is a 15% decrease
It is a 61% decrease
33.3% decrease.
This is a 35.9% decrease.
It is a 22.5806% decrease.
This is a 41.7808% decrease.
An 11.5607% decrease.