Percentages are used to express how large/small one quantity is, relative to another quantity. The first quantity usually represents a part of, or a change in, the second quantity, which should be greater than zero. For example, an increase of $ 0.15 on a price of $ 2.50 is an increase by a fraction of 0.15 / 2.50 = 0.06. Expressed as a percentage, this is therefore a 6% increase.
Although calculating percentages are usually used to express numbers between zero and one, any dimensionless proportionality can be expressed as a percentage. For instance, 111% is 1.11 and -0.35% is -0.0035.
Question:-
How many kilograms of salt must be added to 12 kg of an 8% salt solution to make a solution that is 20% salt
Answer:-
Let's see how to find percentage
original added result
Salt x 12 ( 12+x )
% 100% 8% 20%
100% x is added to 8% (12)to make 20% of ( 12+x )
8%(12)+100% of x = 20%(12+x)
0.96+x = 2.4 +0.2x
0.8x = 1.44
So x = 1.8 grams
Salt to be added = 1.8 grams
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