To find a solution for the equation "what plus what divided by what equals 120," we can set it up as follows: Let ( x ) and ( y ) represent the two numbers being added, and ( z ) represent the number by which the sum is divided. One possible solution could be ( (x + y) / z = 120 ). For example, if ( x = 240 ), ( y = 0 ), and ( z = 2 ), then ( (240 + 0) / 2 = 120 ).
360
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120 divided by 30 equals four.
120
-340
120
120
120
2x/3=x/2+20 (2x/3=x/2+20)6 4x=3x+120 4x-3x=120 x=120
365000/120 = 3041.6 recurring (that is, 3041.6666...)
100+120=220.
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