Solution: For vectors to be orthogonal, their dot product must be zero: $ 2x + (-1)(3) = 0 $. Solving $ 2x - 3 = 0 $ gives $ x = \frac32 $. The ordered pair is $ \boxed{\left( \frac32, 3 \right)} $.

Solution: For vectors to be orthogonal, their dot product must be zero: $ 2x + (-1)(3) = 0 $. Solving $ 2x - 3 = 0 $ gives $ x = \frac32 $. The ordered pair is $ \boxed{\left( \frac32, 3 \right)} $. - Get link 4share

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Mar 10, 2026

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