Which equation is parallel to y = 2 and goes through the point (-6, 10)?
2 answers:
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we will select each points and find equation of line
option-A:
points are B(5,2) and C(7,-5)
x1=5,y1=2 , x2=7 , y2=-5
Firstly, we will find slope
we can plug values
we can use point slope form of line
we can plug values
...........Answer
option-B:
points are D(11,6) and E(5,9)
x1=11,y1=6 , x2=5 , y2=9
Firstly, we will find slope
we can plug values
we can use point slope form of line
we can plug values
...........Answer
option-C:
points are F(-7,12) and G(3,-8)
x1=-7,y1=12 , x2=3 , y2=-8
Firstly, we will find slope
we can plug values
we can use point slope form of line
we can plug values
...........Answer
option-D:
points are H(4,4) and I(8,9)
x1=4,y1=4 , x2=8 , y2=9
Firstly, we will find slope
we can plug values
we can use point slope form of line
we can plug values
...........Answer
option-E:
points are J(7,2) and K(-9,8)
x1=7,y1=2 , x2=-9 , y2=8
Firstly, we will find slope
we can plug values
we can use point slope form of line
we can plug values
...........Answer
option-F:
points are L(5,-7) and M(4,-12)
x1=5,y1=-7 , x2=4 , y2=-12
Firstly, we will find slope
we can plug values
we can use point slope form of line
we can plug values
...........Answer
Answer:
Step-by-step explanation:
To find the slope of the line , we will write the equation in the form:
where:
slope
y - intercept.
To write in this form , we will make y the subject of the formula.
Subtract 4x from both sides
Divide through by 2
Therefore :