x/20+x/30 equals to ?
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x/20 + x/30 = 5x/60
x/20 + x/30 = x/12
GIVEN: x/20+x/30
TO FIND: x/20+x/30
SOLUTION:
As we are given in the question,
x/20+x/30
In this, it can be seen that,
x/20 and x/30 are two fractions that need to be added.
So, for adding both the fractions we shall make their denominators the same by equation them to their lowest common multiple.
As we know,
LCM(20,30)= 60
Therefore now, making the denominator of each fraction is 60.
We shall,
x/20 * 3/3 = 3x/60
Also,
x/30 * 2/2 = 2x/60
Now,
x/30 + x/20
= 3x/60 + 2x/60
= 5x/60
= x/12
Therefore,
x/20 + x/30 = 5x/60
x/20 + x/30 = x/12
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