Answer:
(4.75, 2.5), (-0.35, -7.7), (0.4, -6.2)
Step-by-step explanation:
Given the line
[tex]y = 2x- 7[/tex]
Given the missing coordinates:
(4.75, )
(, –7.7)
(0.4, )
We know that every coordinate is of the form [tex](x,y)[/tex].
So, we can easily solve the for other variable if one variable is given from the given line using the graph or the given equation.
For the first coordinate:
(4.75, )
From graph it can be found that y = 2.5
Verifying using the equation.
Putting the value of x = 4.75 in the equation we get:
y = 2[tex]\times[/tex] 4.75 - 7
y = 9.5 - 7 = 2.5
So, the coordinate is (4.75, 2.5)
For the second coordinate:
(, -7.7 )
From graph it can be found that x = -0.35
Verifying using the equation:
Putting the value of y = -7.7 in the equation we get:
-7.7 = 2x - 7
2x = -7.7 + 7 = -0.7
x = -0.35
So, the coordinate is (-0.35, -7.7).
For the third coordinate:
(0.4, )
From graph it can be found that y = -6.2
Verifying using the equation.
Putting the value of x = 0.4 in the equation we get:
y = 2[tex]\times[/tex] 0.4 - 7
y = 0.8 - 7 = -6.2
So, the coordinate is (0.4, -6.2)
Also, please refer to the attached graph.
So, the answer is:
(4.75, 2.5), (-0.35, -7.7), (0.4, -6.2)
