how can a right triangle help tell another triangle is accute or obtuse?

Answer 1

? i hope im getting this question correctly. as you may know, in a right triangle, a^2+b^2=c^2, where a is the perpendicular, b is the base, and c is the hypotenuse(diagonal line). in acut triangle, a^2+b^2>c^2. in obtuse, a^2+b^2

Answer 2

If a triangle extends further than the right triangle does (a right triangle is like the letter "L", so if the vertical line of the angle is to the left of the vertical straight line, then the triangle is obtuse. If the vertical line of the triangle is slanting to the right of the angle, then the triangle is obtuse. Hope that makes sense. If not, acute triangles are smaller than right triangles, and obtuse triangles are larger than right triangles.

Answer 3

a right triangle has an angle of 90 then 2 of the others must are acute angles

Answer 4

If the other triangle has no angle greater than the right angle then it is acute. If it has an angle greater than the right angle, then it is obtuse