Reflect the point (1,5) across the line y=2 x+1 to obtain the point p. Determine the coordinates for p.

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Accepted Answer

Step:1 ：Plug the values into the formula:Step:2 ：(x&#x27; = frac{1 - 2(5 - 1)}{1 + 2^2} = -frac{7}{5})Step:3 ：(y&#x27; = frac{2(1 - 1) + 5(1 - 2^2) + 2(1)}{1 + 2^2} = -frac{11}{5})Step:4 ：The coordinates of the reflected point are (boxed{left(-frac{7}{5}, -frac{11}{5}right)})

Answer

Step: 1 ：Plug the values into the formula:Step: 2 ：(x&#x27; = frac{1 - 2(5 - 1)}{1 + 2^2} = -frac{7}{5})Step: 3 ：(y&#x27; = frac{2(1 - 1) + 5(1 - 2^2) + 2(1)}{1 + 2^2} = -frac{11}{5})Step: 4 ：The coordinates of the reflected point are (boxed{left(-frac{7}{5}, -frac{11}{5}right)})

Reflect the point $(1, 5)$ across the line $y = 2 x + 1$ to obtain the point $p$ . Determine the coordinates for $p$ .

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Popular Problems

Reflect the point (1,5) across the line y=2x+1 to obtain the point p. Determine the coordinates for p.

Answer

Popular Problems

Reflect the point $(1, 5)$ across the line $y = 2 x + 1$ to obtain the point $p$ . Determine the coordinates for $p$ .