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Cut a string 15 cm ; pin one end ; swing around the loose end and pin it at 4.5 cm ; pin again 3.5 cm beyond that ; now make an angle with the 7cm loose end dangling; pull the loose end toward the first pin and adjust the angles till they touch.

That's how I tie my shoes.

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Q: Is it possible to have a triangle with side lengths 3.5cm 4.5cm and 7cm?
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How do you find the slope of a triangle?

Halve the triangle and square the base and the height. e.g the base is 14cm and the height is 45cm. You would need to square 14 and 45 and add them together. you would get 2221cm. After you got that answer, square rout it which would give you 47.13. Now go try it with the problem that you have. Good lUck and have a good day. if you need any more help just email me on sammy.long@hotmail.com


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Each side of the triangle is 45cm/3=15cm. The altitude divides the base into two equal segments of 7.5cm. This results in a right triangle with hypotenuse 15 cm and base 7.5cm. Pythagorus tells us a2+b2=c2 where a=altitude, b=base, c=hypotenuse. a2=c2-b2=152-7.52=225-56.25=168.75, a=12.99cm. Alternatively, the 3 angles of an equilateral triangle are all 60 degrees. The altitude divides one of these angles into two 30 degree angles. The cosine of 30 degrees is the opposite divided by the adjacent side. The adjacent side is the altitude. Thus a/c=cosine of 30 degrees, a=c X cos30 degrees = 15X0.866=12.99cm


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