Question

I know that the given are _______________________. To add or subtract the rational
algebraic expressions, first______________________. After that, ___________________.
The next thing to do is to ____________________________. Like terms are those that have
________________________. From the given, the like terms in the numerator are: 2 & and
_______, ______ & ______. Then, these terms need to be combined by _______________
and ______________ because there are two operations in the given. As a result, ________
and _______ are the terms of the numerator. Because the final answer has to be in
______________, we need to factor the Greatest Common Monomial Factor (GCMF) in the
numerator. Then, ________ has to be divided out. Finally, our answer is _________.
copy common
denominator addition
write the given
as one
expression
subtraction
combine like
terms in the
numerator
reduced form 3 6 −1 2
3
the same
variable of like
exponents
+ 1
similar rational algebraic
expressions

Answer 1

Answer:

u should refer to your text book it will be in there

Step-by-step explanation:

hope it helps u

Answer 2

The answers to the given questions are as follows:

I know that the given are similar rational algebraic expressions. To add or subtract the rational

algebraic expressions, first, write the given as one expression. After that, copy the common denominator.

The next thing to do is to combine like terms in the numerator. Like terms are those that have  the same variable of like exponents. From the given, the like terms in the numerator are 2p & and 6, -1 & 2 . Then, these terms need to be combined by addition and subtraction because there are two operations in the given. As a result, 3p  and 3 are the terms of the numerator. Because the final answer has to be in  reduced form, we need to factor the Greatest Common Monomial Factor (GCMF) in the

numerator. Then, 3 has to be divided out. Finally, our answer is 3p – 1.