Consider triangle PQR. What is the length of side QR? 
8 units, 8/3 units, 16 units, 16/3 units

Solution:

By using the Pythagorean theorem

QR² = PR² + PQ²

It is given that

PQ = 8√3, PR = 8

Substituting the values

QR² = 8² + (8√3)²

QR² = 64 + 192

QR² = 256

By taking the square root on both the sides, we get

QR = √256

QR = 16 units

Therefore, the length of the side QR is 16 units.

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Consider triangle PQR. What is the length of side QR?

Summary:

Considering triangle PQR, the length of side QR is 16 units.