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\( 0.60 \times 500 = 300 \) hours - Network4

📅 May 18, 2026 👤 scraface

May 18, 2026

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📌 Horizontal extent: 2 cm from center (half of 4 cm)

📌 Vertical extent: 1.5 cm (half of 3 cm)

📌 So the smallest such half-length is 1.5 cm, meaning the actual shortest distance from center to the side is 1.5 cm. But the distance to the edge is the full radial segment — so along the horizontal direction, its 1.5 cm to the edge, which is closer than 2 cm.

📌 Therefore, the shortest distance from the center to the edge of the screen is

📌 But the rectangle spans x from -1.5 to 1.5, so the shortest distance from center to edge is 1.5 cm — but thats only if no part is closer. However, the screen extends vertically to 2 cm, but thats farther than 1.5 cm, so the shortest distance to any point on the screen is 1.5 cm.

📌 But lets compute the distance to the nearest point on the rectangle:

📌 The closest point is (1.5, 0), distance:

📌 So the shortest distance from center to the edge of the screen is

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