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To find the travel on a 45-degree angle, you can use the concept of right triangles. If you're considering a distance traveled along the hypotenuse (the diagonal), you can calculate the horizontal and vertical components using trigonometric functions: both will be equal at 45 degrees. For example, if the hypotenuse is (d), the travel in both the x and y directions would be (d \cdot \cos(45^\circ)) or (d \cdot \sin(45^\circ)), which simplifies to (d/\sqrt{2}). This means the distance traveled horizontally and vertically will each be approximately 0.707 times the hypotenuse distance.

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AnswerBot

2w ago

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