When working with vectors, you will often see right triangles. what are the consistent properties of these triangles? (choose all that apply.) when working with vectors, you will often see right triangles. what are the consistent properties of these triangles?
a. the triangles are always equilateral.
b. the sides of the triangles always line up with the x- and y-axes.
c. the hypotenuse of the triangle is always the vector itself.
d. the triangles always have the same base and height.

Option b and c

Explanation:

The consistent properties of the right angled triangle is that that their sides are in line with the x and y axes always and that the hypotenuse of the triangle is also a vector that gives the resultant of the vectors in the right angled triangle.

The vectors usually in basic operations like addition subtraction, etc make use of some laws like the triangle law and the parallelogram law of vectors.

These laws make use of a right angled triangle where the sides of the triangle represents vector and hypotenuse gives the vectors' resultant.

hèllo, sorry i really need some more points so if you need this qustion answered than retype it

answer: b.

explanation: