Question

1. Find the length of the leg of this right triangle. Give an approximation to 3 decimal places.35A30a.8.06217.74846.09818.028b.d.2. A set of Pythagorean triples isa.C.3, 5, 91, 1, 26, 9, 12d. 5, 12, 13b.

Answer 1

Given: the sides of the right angles triangle is given as 35 and 30.

We have to find the leg of the triangle.

Now, since it is a right angled triangle, so we can apply Pythagoras Theorem here.

It states,

`(\text{Hypotenuse)}^2=(base)^2+(perpendicular)^2`

Now, as per our question, we have;

hypotenuse=35 and base=30 perpendicular=a

We have to find this 'a'

Therefore,