Two cities are located in the xy-plane at the points A(7, 5) and B (13, 8). A company wishes to place a factory on a road between the cities at A and B. It is determined that the company can make...

Two cities are located in the xy-plane at the points A(7, 5) and B (13, 8). A company wishes to place a factory on a road between the cities at A and B. It is determined that the company can make...

Three points A, B, C, in the xy-plane have coordinates A(4, 3), B(−6, 2), C(−5, −7). Determine whether triangle ABC is a right triangle. Show all work on this paper.

Find the value of a if the lines 2y-ax+4=0 is perpendicular to the line y+1/4x-7=0

PQ and RS are two parallel lines. If the coordinates of P,Q, R and S are (1,q), (2,3), (3,4) and (5,2q) respectively , find the value of q.

If the lines 3y=4x-1 and qy=x+3 are parallel to each other, find the value of q

Find the value of p if the line that passes through (-1,-p) and (-2p,2) is parallel to the line 8x+2y-17=0

The ans given is isosceles.maybe there must be a small correction in question.so can anyone post the correct question so that ans is isosceles

If(x,y) be any point passing through (p/cosa,o) and (0,p/sina)then prove that xcosa+ysina=p

Solve stepwise and easy way Grade -9 concept Coordinate geometry

Coordinate geometry

Solve the calcution stepwise to make it better understand

MY maths paper is on saturday and i need urgent help.

ABCD is a parallelogram with vertices A(x1,y1) B(x2,y2) C(x3,y3) .Find the coordinates of fourth vertex D in terms x1,x2,x3,y1,y2,y3

please help me in solving this question gettingtrouble

Find the distance between the points (cos x,-sin x) and (-cos x,sin x)

OABC is a rectangle where A lies on x-axis, C lies on y-axis and B lies on the curve x2/3 + y2/3 = a2/3 , O is the origin. Find the coordinates of B so that the area of OABC is maximum...

OABC is a rectangle where A lies on x-axis, C lies on y-axis and B lies on the curve x 2 3 + y 2 3 = a 2 3 , O is the origin. Find the coordinates of B so that the area of OABC is maximum...

(b) Find a if AP ⊥ AB, where P = (a, 5). (c) Find the point Q(b, c) if B is the midpoint of AQ. (d) Find d if the interval AD has length 5, where D = (6, d). Just struggling...

(a) Find the gradient of the interval AB, where A = (3, 0) and B = (5, −2). (b) Find a if AP ⊥ AB, where P = (a, 5). (c) Find the point Q(b, c) if B is the midpoint of AQ. (d) Find d if...

The line 7y + 4x = 28 cuts the y-axis at A and the x-axis at B. Calculate the length of AB. The question is pretty short.