Simplify 310x + 16y + 310x + 36y . Be sure to reduce any fractions to the lowest terms.(1 point)
To simplify the expression 310x + 16y + 310x + 36y, we can combine like terms.
First, let's combine the x terms by adding the coefficients 310x + 310x. This simplifies to 620x.
Next, let's combine the y terms by adding the coefficients 16y + 36y. This simplifies to 52y.
So, the simplified expression is 620x + 52y.
To simplify the expression 310x + 16y + 310x + 36y, we can combine like terms.
First, let's rearrange the expression to group the like terms together:
310x + 310x + 16y + 36y
Now, let's combine the x terms:
310x + 310x = (310 + 310)x = 620x
And let's combine the y terms:
16y + 36y = (16 + 36)y = 52y
So the simplified expression is:
620x + 52y
To reduce any fractions to the lowest terms, we need to check if any of the coefficients have common factors. In this case, 620 and 52 have a common factor of 4.
Dividing both coefficients by 4, we get:
(620/4)x + (52/4)y
= 155x + 13y
Therefore, the simplified expression in lowest terms is 155x + 13y.