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Can a triangle slide

Updated: 12/18/2022
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Wiki User

12y ago

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Yes.

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8y ago
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Q: Can a triangle slide
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How many different shapes can you make with 4 triangles?

Infinitely many. Take two triangles. Let a vertex of triangle A just touch the side of the other triangle, B. Change the angle of triangle A. there are infinitely many angles and so infinitely many orientations for A.Not only that. Slide triangle A along the side of triangle B. There are infinitely many points on the side of B so that's an infinite number of shapes.And that is with just two triangles!Infinitely many. Take two triangles. Let a vertex of triangle A just touch the side of the other triangle, B. Change the angle of triangle A. there are infinitely many angles and so infinitely many orientations for A.Not only that. Slide triangle A along the side of triangle B. There are infinitely many points on the side of B so that's an infinite number of shapes.And that is with just two triangles!Infinitely many. Take two triangles. Let a vertex of triangle A just touch the side of the other triangle, B. Change the angle of triangle A. there are infinitely many angles and so infinitely many orientations for A.Not only that. Slide triangle A along the side of triangle B. There are infinitely many points on the side of B so that's an infinite number of shapes.And that is with just two triangles!Infinitely many. Take two triangles. Let a vertex of triangle A just touch the side of the other triangle, B. Change the angle of triangle A. there are infinitely many angles and so infinitely many orientations for A.Not only that. Slide triangle A along the side of triangle B. There are infinitely many points on the side of B so that's an infinite number of shapes.And that is with just two triangles!


Can you make the foundation in triangle tile mode for Sims 3?

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down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide


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down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide down the slide up the slide


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If you had a slide 3 meters long at an angle of 40 degrees how high will the ladder need to be?

Is this a vertical ladder? Another contributor's answer:Providing that the slide is on level ground and that the ladder is vertical then you have the outline of a right angle triangle with an hypotenuse (the slide) of 3 metres and an adjacent angle of 40 degrees. To find the height of the opposite (the ladder) side of the triangle use the trigonometrical sine ratio: sine = opposite/hypotenuse When the ratio is rearranged: opposite = hypotenuse*sine opposite = 3*sine 40 degrees = 1.928362829 metres So the height of the ladder needs to be nearly 2 metres high.


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