Solve 503*4-2450/5=44880*3-273156/295

$$\frac { 503 \cdot 4 - 2450 } { 5 } = \frac { 44880 \cdot 3 - 273156 } { 295 }$$

Verify

Solution Steps

Multiply both sides of the equation by 295, the least common multiple of 5,295.

$$59\left(503\times 4-2450\right)=44880\times 3-273156$$

Multiply 503 and 4 to get 2012.

$$59\left(2012-2450\right)=44880\times 3-273156$$

Subtract 2450 from 2012 to get -438.

$$59\left(-438\right)=44880\times 3-273156$$

Multiply 59 and -438 to get -25842.

$$-25842=44880\times 3-273156$$

Multiply 44880 and 3 to get 134640.

$$-25842=134640-273156$$

Subtract 273156 from 134640 to get -138516.

$$-25842=-138516$$

Compare -25842 and -138516.

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