Combine the like terms to create an equivalent expression:
\large{-5+(-5r)+10} what is the aswer
To combine the like terms, we add the coefficients of the terms that have the same variable.
Combining the like terms in the expression (-5) + (-5r) + 10, we have:
-5 + (-5r) + 10
= (-5 - 5r) + 10
= -5r - 5 + 10
= -5r + 5
So, the equivalent expression is -5r + 5.
To combine like terms in the expression: -5 + (-5r) + 10, we can start by simplifying the terms with the same variable, which in this case is "r."
The terms with "r" are -5r.
Next, let's combine the other terms without variables. We have -5 and 10.
Combining -5 and 10, we get 5.
So, the simplified expression is -5r + 5.
To combine the like terms in the expression -5 + (-5r) + 10, we need to combine the constants (-5 and 10) and the terms with the same variable (-5r).
-5 + (-5r) + 10 = (-5 + 10) + (-5r)
Start by simplifying the constants: -5 + 10 equals 5.
5 + (-5r) = 5 - 5r
Therefore, the equivalent expression after combining the like terms is 5 - 5r.