To calculate: The restriction on the variable for rational expression frac{6c}{7a^{3}b^{2}}

beljuA 2020-12-15 Answered
To calculate: The restriction on the variable for rational expression 6c7a3b2
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Expert Answer

ottcomn
Answered 2020-12-16 Author has 97 answers
The restriction on the variable for rational expression 6c7a3b2 are a  0 and b  0.
Given Information:
The provided rational expression is 6c7a3b2.
Formula used:
The standard form of rational expression is p(x)q(x).
Where, p (x) and q(x) are polynomial and q(x)  0.
Calculation:
Consider the rational expression, 6c7a3b2.
For the expression 6c7a3b2, if a=0 were substituted for a, the denominator would be zero.
If b=0 were substituted for b, the denominator would be zero.
Hence, for this expression 6c7a3b2, a  0 and b  0
If, either a or b were zero. Then the product would be zero.
Therefore, the restriction on the variable for rational expression 6c7a3b2, are a  0 and b  0.
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