determine which of the ordered pairs are solutions to the given equation. 2x + y

floymdiT

floymdiT

Answered question

2021-09-28

determine which of the ordered pairs are solutions to the given equation. 2x + y = 6 (-2, 10), (-1, 5), (3, 0)

Answer & Explanation

Obiajulu

Obiajulu

Skilled2021-09-29Added 98 answers

Step 1
The given equation is 2x+y=6
check whether the given point (−2,10) is solutions to the given equation.
Substitute x=−2 and y=10 in 2x+y=6.
2(-2)+10=6
-4+10=6
6=6 (True)
The statement is true, the ordered pair (−2,10) is solutions to the given equation.
Step 2
check whether the given point (−1,5) is solutions to the given equation.
Substitute x=−1 and y=5 in 2x+y=6.
2(-1)+5=6
-2+5=6
3=6 (False)
The statement is false, the ordered pair (−1,5) is not a solution to the given equation.
Step 3
check whether the given point (3,0) is solutions to the given equation.
Substitute x=3 and y=0 in 2x+y=6.
2(3)+0=6
6=6 (True)
The statement is true, the ordered pair (3,0) is a solution to the given equation.

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