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Find the missing length of the right triangle: Round to the nearest tenth if necessary: a = 16,b = 22,€ = ? 27.2 15.1 38 740

In this problem we have to find the missing length of the right triangle, so it is given that the side e is equal to side. A is equal to 16 and side b is equals to 22 point. So we have to find the side c, so using pythagoras, theorem, pythagorus theorem, we get a square plus b. Squared is equal to c square. Now, putting the value of a and b we get 16 square plus 22 square is equals to c square. Now we know that the value of 16 square is equals to 256 and the value of 22 square is 484, which is equal to c square. So the value of c square comes out to be 740 point now, taking out a square root. Both sides we get c is equal to under root 740, which keeps the value c is equal to 27.20, 7.20 n. So the first option is correct. This is all we havek you.

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