Why are these terms considered Like Terms? 3y, y, 4y. Why are these terms not considered Like Terms? 3y, 3x, 3xy
1 answer:
Answer:
like terms require the variables to be the same. 3y,y 4y are like terms because they all have y in common. 3y,3x,3xy are not like terms because the variable is not the same.
You might be interested in
Hey!
Answer:
it would be a distance of 7 units
Step-by-step explanation:
The line with a slope of 3 is steeper, they are alike because both are at a positive incline.
It's $6.48 divided by 4. So the answer is $1.62
You can distribute the 4, and you get:
Then add to get your answer:
