Subtract 5y^2-6y-11 from 6y^2+2y+5

opatovaL

opatovaL

Answered question

2021-09-05

Subtract 5y26y11 from 6y2+2y+5

Answer & Explanation

timbalemX

timbalemX

Skilled2021-09-06Added 108 answers

Answer:
6y2+2y+5 (1)
5y26y11 (2)
Substract equation (2) from (1) equation
So now equation is y2+8y+16
Mr Solver

Mr Solver

Skilled2023-06-14Added 147 answers

First, let's distribute the negative sign to each term inside the parentheses:
6y2+2y+55y2+6y+11
Next, let's combine like terms by grouping the y2 terms together and the y terms together:
(6y25y2)+(2y+6y)+(5+11)
Simplifying further:
y2+8y+16
Therefore, the simplified expression 6y2+2y+5(5y26y11) is y2+8y+16.
6y2+2y+5(5y26y11)=(6y25y2)+(2y+6y)+(5+11)=y2+8y+16
madeleinejames20

madeleinejames20

Skilled2023-06-14Added 165 answers

Answer:
y2+8y+16
Explanation:
To solve the expression (6y2+2y+5)(5y26y11), we can simplify it by combining like terms.
First, let's distribute the negative sign inside the parentheses:
(6y2+2y+5)1(5y2)1(6y)1(11)
Simplifying the expression inside the parentheses:
(6y2+2y+5)5y2+6y+11
Next, let's combine the like terms:
6y25y2+2y+6y+5+11
Combining the like terms:
y2+8y+16
Thus, the solution to the expression (6y2+2y+5)(5y26y11) is y2+8y+16.
Nick Camelot

Nick Camelot

Skilled2023-06-14Added 164 answers

Step 1:
The expression we want to evaluate is:
(6y2+2y+5)(5y26y11)
First, distribute the negative sign:
6y2+2y+55y2+6y+11
Step 2:
Next, combine like terms:
(6y25y2)+(2y+6y)+(5+11)
Simplifying further:
y2+8y+16
Therefore, the result of subtracting 5y26y11 from 6y2+2y+5 is y2+8y+16.

Do you have a similar question?

Recalculate according to your conditions!

Ask your question.
Get an expert answer.

Let our experts help you. Answer in as fast as 15 minutes.

Didn't find what you were looking for?