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14,3 3.7 ft A right triangle and two of its side lengths are shown in the diagram. Which measurement is closest to the value of x in feet? A. 190.80 ft B. 13.81 ft C. 17 ft D. 14.77 ft

143 37 ft A right triangle and two of its side lengths are shown in the diagram Which measurement is closest to the value of x in feet A 19080 ft B 1381 ft C 1 class=

Respuesta :

The equation for x by using bthe pythagoras theorem is,

[tex]\begin{gathered} (3.7)^2+x^2=(14.3)^2 \\ x^2=204.49-13.69 \\ x=\sqrt[]{190.8} \\ =13.81 \end{gathered}[/tex]

The value of x is 13.81 ft. Option B is correct.

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