The perpendicular from the square corners of a right angle triangle cuts the opposite side into two parts of 2 and 3 cm length. Taking the length of the perpendicular as h, prove that `h/2=3/h`

The perpendicular from the square corners of a right angle triangle cuts the opposite side into two parts of 2 and 3 cm length. Calculate the perpendicular sides of the large triangle.

The perpendicular from the square corners of a right angle triangle cuts the opposite side into two parts of 2 and 3 cm length.Prove that two small triangles cut by the perpendicular have the same angles.

The perpendicular from the square comers of a right triangle cuts the opposite side into two parts of 2 and 3 cm length. Prove that if the perpendicular from the square corner of the right triangle divides the opposite sides into partsof length a and b and if the length of the perpendicular is h, then h^2= ab .

One of the perpendicular side of a right angled triangle has length 4 cm more than twice of the other side.It has surface area , 80cm^2 .Find out the lengths of the perpendicular sides.

The difference of the length of perpendicular sides of a right triangle is 10 centimetres. Its area is.72 square centimetres. Find the length of the perpendicular sides.

The hypotenuse of a right angled triangle has its ends at the points (1,3) and (-4,1). Find the equation of the legs (perpendicular sides) of the triangle.

Find the length of the perpendicular from the origin to the line 2x - y + 3 = 0

The area of a right angled triangle is 96 square centimetres. One of the perpendicular sides is. 16 centịmetre long. What is the length of the other?

The perpendicular sides of a right angled triangle are 12 and 15 centimetres long. Another right angled triangle of the same area has one of the perpendicular sides 18 centimetres long. What is the length of the other?