3110⋅s=615

Convert 3110 to an improper fraction.

A mixed number is an addition of its whole and fractional parts.

(3+110)⋅s=615

Add 3 and 110.

To write 3 as a fraction with a common denominator, multiply by 1010.

(3⋅1010+110)⋅s=615

Combine 3 and 1010.

(3⋅1010+110)⋅s=615

Combine the numerators over the common denominator.

3⋅10+110⋅s=615

Simplify the numerator.

Multiply 3 by 10.

30+110⋅s=615

Add 30 and 1.

3110⋅s=615

3110⋅s=615

3110⋅s=615

3110⋅s=615

Combine 3110 and s.

31s10=615

31s10=615

A mixed number is an addition of its whole and fractional parts.

31s10=6+15

Add 6 and 15.

To write 6 as a fraction with a common denominator, multiply by 55.

31s10=6⋅55+15

Combine 6 and 55.

31s10=6⋅55+15

Combine the numerators over the common denominator.

31s10=6⋅5+15

Simplify the numerator.

Multiply 6 by 5.

31s10=30+15

Add 30 and 1.

31s10=315

31s10=315

31s10=315

31s10=315

Multiply both sides of the equation by 1031.

1031⋅31s10=1031⋅315

Simplify 1031⋅31s10.

Cancel the common factor of 10.

Cancel the common factor.

1031⋅31s10=1031⋅315

Rewrite the expression.

131⋅(31s)=1031⋅315

131⋅(31s)=1031⋅315

Cancel the common factor of 31.

Factor 31 out of 31s.

131⋅(31(s))=1031⋅315

Cancel the common factor.

131⋅(31s)=1031⋅315

Rewrite the expression.

s=1031⋅315

s=1031⋅315

s=1031⋅315

Simplify 1031⋅315.

Cancel the common factor of 5.

Factor 5 out of 10.

s=5(2)31⋅315

Cancel the common factor.

s=5⋅231⋅315

Rewrite the expression.

s=231⋅31

s=231⋅31

Cancel the common factor of 31.

Cancel the common factor.

s=231⋅31

Rewrite the expression.

s=2

s=2

s=2

s=2

Solve for s 3 1/10*s=6 1/5