GTR Math Tutorial
GTR Math Tutorial
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LET Reviewer 2024 | Analytic Geometry
1) Find the equation of a line parallel to y = 2x + 1 and passes through P(1, 5)
A. y = 2x + 3
B. y = 2x - 3
C. y = 3x + 2
D. y = 3x - 2
2) Find the equation a line perpendicular to 𝑦=3/4 𝑥−1 and passes through P(8, -3)
A. 𝑦=−4/3 𝑥+17/3
B. 𝑦=−4/3 𝑥+19/3
C. 𝑦=−4/3 𝑥+23/3
D. 𝑦=−4/3 𝑥+25/3
3) Write the equation of a line connecting (-2, 0) and (-7, 7) in slope-intercept form.
A. 𝑦=−7/5 𝑥−14/5
B. 𝑦=7/5 𝑥−14/5
C. 𝑦=−7/5 𝑥+14/5
D. 𝑦=7/5 𝑥+14/5
4) Write the equation of a line in standard form.
Parallel to : 𝑦=−1/2 𝑥−6 and passes through P(-1, -5)
A. x−2𝑦=11
B. x+2𝑦=11
C. x−2𝑦=−11
D. x+2𝑦=−11
5) Find the equation of the line going through the given pair of points.
P(-5, 6) and Q(2, -8)
A. 2x+𝑦−4=0
B. 2x+𝑦+4=0
C. 2x−𝑦+4=0
D. 2x−𝑦−4=0
6) Write an equation of the vertical line through the point (3, 0).
A. x=3
B. y=3
C. x=0
D. y=0
7) Find the equation of a horizontal line through the point (-8, 6).
A. 𝑥=−8
B. 𝑦=−8
C. 𝑥=6
D. 𝑦=6
8) Find the equation of the line in standard form Ax + By = C, with A is greater than 0.
Given: through the points (-4, 6) and (9, 10)
A. 4x+13𝑦=94
B. 4x−13𝑦=94
C. 4x−13𝑦=−94
D. 4x−13𝑦=94
9) Write the equation of a line parallel to x = 5 and passing through the point (6, -10).
A. x=6
B. y=−10
C. y=6𝑥−10
D. x−10=6
10) Write the equation of the line passing through the midpoint of the line segment defined by the points (2, 8) and (0, 4) and perpendicular to the line −6x+12y=10.
A. 2x−y=8
B. 2x+y=8
C. −2x+y=8
D. 2x−y=−8
zhlédnutí: 29

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