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A rational algebraic expression is an expression of the form ______, where and are __________________ and should not be equal to ___________.
You can identify a rational algebraic expression if it is in ___________ form, the ____________ and denominator are polynomials, and does not have a _____________exponent and a ___________________ in the variables in both numerator and denominator. The _________ of the rational algebraic expression cannot be zero because a division of 0 is _____________ or meaningless. You need to pay attention to what values of the variable that will make the denominator equal to 0. These values are called____________ values. To determine the said values, you need to let the expression in the denominator be ________ to 0. Then, _________ the equation to determine the value/s of the variable.
You can verify that if the excluded value/s is ____________ in the expression, it always ends up to the ____________ by 0. You have to bear in your mind that there are some values that will make the expression defined, too. The process is called ______________ the expression. The first step is to replace the variable with the given value. Second is to ___________ the numerator and the denominator.
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Answer:
read the book of agrawals
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as there will be everything of grammar
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