SOLUTION: the graphs of the two lines 4x = 3y + 23 and 4y + 3x = -19
A. do not intersect.
B. intersect at (-2,5).
C. are identical.
D. are perpendicular.
Algebra.Com
Question 427340: the graphs of the two lines 4x = 3y + 23 and 4y + 3x = -19
A. do not intersect.
B. intersect at (-2,5).
C. are identical.
D. are perpendicular.
Answer by sudhanshu_kmr(1152) (Show Source): You can put this solution on YOUR website!
ans: D. are perpendicular.
RELATED QUESTIONS
The graphs of the two lines 4x= 3y + 23 and 4y + 3x= -19 are?
A. do not intersect
B.... (answered by Alan3354)
The graph of the system
y=2x+2
6x-3y=-6
consists of two lines that:
a. intersect at... (answered by KMST)
When graphing the fallowing system the two lines are _____________.
3x+y=10
x+3y=15... (answered by stanbon)
find the coordinates of the points of intersection for the graphs of
x^2 + 2y^2 = 33... (answered by jim_thompson5910)
Which is true of the graphs of these two equations?
y=1/2x+1
2y=x+2
A. The lines... (answered by josmiceli)
the graphs of x+y=4 and 3x+3y=6
A) intersects at the point(1,3)
B) intersects at the... (answered by erica65404)
Were do the graphs of the lines y=3 and 4x-3y=6... (answered by reviewermath)
Which statement about the graphs x=2 and y=4 is true
A. the two lines intersect at... (answered by stanbon)
Do the graphs of 4y=(x-3)2 and
3x-y=14 intersect at (5,1)?Explain
(answered by SAT Math Tutor)