SOLUTION: Triangle ABC has an area of 24 units squared. Point A is at coordinates (6,0) and point B is at coordinates (10,0). Where can point C be?
Algebra.Com
Question 812459: Triangle ABC has an area of 24 units squared. Point A is at coordinates (6,0) and point B is at coordinates (10,0). Where can point C be?
Answer by richwmiller(17219) (Show Source): You can put this solution on YOUR website!
a=1/2 bh
24=1/2 *4*h
24=2h
h=12
point C could be at (6,12)
RELATED QUESTIONS
Right triangle ABC pictured above has legs that are 5 units in length. Point C is the... (answered by solver91311)
ΔABC has vertices at A(5,2), B(−3,1), and C(−2,5). Point D is located on (answered by mananth,ikleyn,greenestamps,MathTherapy,math_tutor2020)
Find an equation of the straight line passing through the points with coordinates (4,... (answered by dkppathak,Alan3354)
I NEED HELP. PLEASE HELP ME ASAP. THANKS BEFORE :)
1) The straight line with equation... (answered by richard1234)
ABC is a triangle with area 6 square units.
A has coordinates (–3, –2), B has... (answered by Boreal)
Right triangle ABC pictured above has legs that are 5 units in length. Point C is the... (answered by richard1234)
Point A has coordinates (2,0). The x-coordinate of point B is 8. The distance between... (answered by Edwin McCravy)
Triangle ABC is isosceles with AB=BC=10 units and apex B (1,8). The base AC is parallel... (answered by KMST)
a triangle has an area of 6 square units. I t has vertices with coordinates(1,-3),(4,2)... (answered by robertb)