Verified Answer :

olumideolawoyin

Answer:

26.2 inches

Step-by-step explanation:

The diagonal of the TV = 60 inches while

its width = 54 inches.

The TV is a rectangle and the diagonal split it into two equal right-angled triangle, therefore

Pythagoras' Theorem is used to find the height of the TV.

\({hypotenus}^{2} = {adjacent}^{2} + {opposite}^{2}\)

\({height}^{2} = {60}^{2} - {54}^{2}\)

= (60 - 54)(60 + 54)

= (6)(114(

= 684

Take the square roots of both sides

height = √684

= 26 1534 inches

= 26.2 inches

Hence, the height of the TV is 26.2 inches

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