SOLUTION: what is the point of intersection for each pair of straight line by solving simultaneous equation y= 2/3x +3 y= 4/3x +1 can anyone help me?

Algebra.Com
Question 580628: what is the point of intersection for each pair of straight line by solving simultaneous equation
y= 2/3x +3
y= 4/3x +1
can anyone help me?
Answer by dfrazzetto(283)   (Show Source): You can put this solution on YOUR website!
y= 2/3x +3
y= 4/3x +1
y - 2/3x = 3
y - 4/3x = 1
Solved by pluggable solver: Linear System solver (using determinant)
Solve:


Any system of equations:


has solution

or



(y=5.00000000000001, x=3.00000000000002}


x=3, y=5
RELATED QUESTIONS

what are the point of intersection of straight line by using simultaneous equation y... (answered by mananth)
find the point of intersection of each pair of straight lines y=2/3x-4 and... (answered by checkley71)
QUESTION 1 Solve the following simultaneous equations using inverse method: 2x – 3y + (answered by madhan_math)
what is an equation of the line that passes through the point (1,4) and has a slope of 3? (answered by josmiceli)
Find the point of intersection on a pair of straight lines. Y=3x-15 Y=-2x+10... (answered by Alan3354,amoresroy)
A straight line is parallel to y=-3x+2 and passes through (2,-1). 1)Find the gradient (answered by richwmiller)
What is the equation of the line passing throughhe point (2,0)? y=-2x-1 y=(1/2)x-1... (answered by jim_thompson5910)
what is an equation of the line whose slope is 3 and which passes through the point... (answered by rfer)
l is the line x-2y+2=0. m is the line 3x+y-8=0. Use simultaneous equations to find the... (answered by Cromlix)