SOLUTION: show that the given points are vertices of a right triangle, find its area and prove whether it is a right triangle.
(2,45°),(√2,90°),(-2,135°)
Algebra.Com
Question 1048024: show that the given points are vertices of a right triangle, find its area and prove whether it is a right triangle.
(2,45°),(√2,90°),(-2,135°)
Answer by ikleyn(52908) (Show Source): You can put this solution on YOUR website!
.
Your writing (-2, 135°) is a mistake.
A modulus of the point in a coordinate plane (in trigonometric, or angular form) is always positive and never can be negative.
RELATED QUESTIONS
show that the points(4,0),(2,1),(-1,-5) are the vertices of a right triangle and find its (answered by ikleyn)
Show that the points (-1,-2)(5,4)(-3,0) are vertices of a right triangle, and find its... (answered by Fombitz)
show that the triangle whose vertices are A(3,6), B(-2,-4) and C(-5,2) is a right angled (answered by Alan3354)
Prove that the triangle ABC whose vertices are A(2,-1), B(2,1) and C(-1,1) is a... (answered by Alan3354)
show that a triangle with vertices (5,-3) (2,-6) and (1,1) is a right angled triangle.... (answered by MathLover1)
Either Prove of Disprove the given statement:
The points (3,3),(3,7) and (9,3) are the... (answered by jsmallt9)
The points A (1,5) B (4, -1) & C (-2, -4) forms triangle ABC. Prove that the triangle... (answered by reviewermath)
Show that the points D(-1,-2),E(2,1) and F(-3,6) are the vertices of a right... (answered by Fombitz)
Show in two ways that points 6 1 , 2 -3, and 4-5, are the vertices of a right triangle... (answered by josgarithmetic)