Evaluate -(0.25+0.8333)/(0.5+3/5)

Math
-0.25+0.83330.5+35
Multiply the numerator and denominator of the complex fraction by 5.
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Multiply 0.25+0.83330.5+35 by 55.
-(55⋅0.25+0.83330.5+35)
Combine.
-5(0.25+0.8333)5(0.5+35)
-5(0.25+0.8333)5(0.5+35)
Apply the distributive property.
-5⋅0.25+5⋅0.83335⋅0.5+5(35)
Cancel the common factor of 5.
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Cancel the common factor.
-5⋅0.25+5⋅0.83335⋅0.5+5(35)
Rewrite the expression.
-5⋅0.25+5⋅0.83335⋅0.5+3
-5⋅0.25+5⋅0.83335⋅0.5+3
Simplify the numerator.
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Multiply 5 by 0.25.
-1.25+5⋅0.83335⋅0.5+3
Multiply 5 by 0.8333.
-1.25+4.16655⋅0.5+3
Add 1.25 and 4.1665.
-5.41655⋅0.5+3
-5.41655⋅0.5+3
Simplify the denominator.
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Multiply 5 by 0.5.
-5.41652.5+3
Add 2.5 and 3.
-5.41655.5
-5.41655.5
Simplify the expression.
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Divide 5.4165 by 5.5.
-1⋅0.98481‾
Multiply -1 by 0.98481‾.
-0.98481‾
-0.98481‾
Evaluate -(0.25+0.8333)/(0.5+3/5)

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