SOLUTION: through (5,-3), parallel to {{{y=-(2/5)x+1}}}
Algebra.Com
Question 769745: through (5,-3), parallel to
Answer by Jc0110(165) (Show Source): You can put this solution on YOUR website!
--> The highlighted region represents the gradient, m of the line.
The gradients of two parallel lines are the same.
where,
m = gradient
Substitute , and into .
RELATED QUESTIONS
1. through: (5,4), parallel to y=0
2. through:(3,-3), parallel to y=1/4x+5
3.... (answered by josgarithmetic)
1. through: (5,4), parallel to y=0
2. through:(3,-3), parallel to y=1/4x+5
3.... (answered by josgarithmetic)
through (-3, -5); parallel to y=... (answered by tommyt3rd,MathLover1)
passes through (6,1), parallel to the line with x-intercept -3 and y-intercept 5 (answered by dkppathak,MathTherapy)
how do you solve this parallel lines question?
through:(3,-2), parallel to y=-1/3x+5
(answered by ewatrrr)
Write the equation in point-slope form of each line described.
a. Parallel to y=-2+3x... (answered by solver91311)
Through: (2,-5), parallel to... (answered by jim_thompson5910)
Find an equation of a line parallel to y=3 x+3 and passing through the point (5,... (answered by Maths68)
Write the standard form of the equation of the line described. through:(1,-5), parallel... (answered by josgarithmetic)