Question

Answer please.......​

Answer 1

Given:

Base length of triangle = 6 units

Height of triangle = 4 units

To find:

Length of hypotenuse of triangle

Steps:

Pythagoras theorem states that,

A² + B² = C²

Here A and B represent height and length of triangle, and C represents the hypotenuse of the triangle.

So, implementing our measurements we get

A = 6 units

B = 4 units

C = C units

A² + B² = C²

6² + 4² = C²

36 + 16 = C²

52 = C²

`√(52) = \sqrt{C^(2) }`

`√(2 * 2*13) = C`

`2√(13) = C`

`C = 2√(13)`

`√(13) = 3.6`

`C = 2 * 3.6`

`C = 7.2` units

Therefore, the length of the Hypotenuse of the triangle or the length of C is 7.2 units

HAPPY TO HELP :)

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Answer 2

7.2

Explanation:

`A^(2) + B^(2) =C^(2) \\6^(2) +4^(2) =C^(2)\\6^(2) = 36\\4^(2) =16\\36+16= 52\\√(52) = 7.2`