SOLUTION: the line x+3y=1 intersects the curve 5y=20-3x-x^2 at point P & Q. calculae the length of PQ
Algebra.Com
Question 944734: the line x+3y=1 intersects the curve 5y=20-3x-x^2 at point P & Q. calculae the length of PQ
Answer by Fombitz(32388) (Show Source): You can put this solution on YOUR website!
Substitute,
So then,
and
Solving for x in each case,
and
So the two intersection points are
(-5,2) and (11/3,-8/9)
Use the distance formula,
RELATED QUESTIONS
A line tangent to the curve x = y^(1/2) at the point P intersects the x axis at
the... (answered by Edwin McCravy,robertb)
the straight line x-y-6=0 cut the curve y^2=8x at p and q. calculate the length of... (answered by Alan3354)
In the xy-plane, the parabola with equation y = –(x + 3)2 intersects the line with... (answered by josgarithmetic)
Find the equation of circle with PQ as diameter if the line y = x/2 intersects ellipse... (answered by ikleyn)
In a figure, curve A whose equation is y=(x+a)^2, passes through the point (4,0).
Curve... (answered by Boreal)
please help me to solve the following problem that is
If a straight line passing... (answered by stanbon)
The two straight lines 3y + 2x - 7 = 0 and 2 y = x - 7 intersect at the point P. Q is the (answered by mananth)
The interval PQ has length p and the point A lies between the points P and Q. Find PA... (answered by greenestamps)
the line x+3y=20 intersect the circle x'2+y'2-6x-8y=0 at the points P and Q.
Find the... (answered by Edwin McCravy,Theo)