There is no triangle with sides 14 cm, 3cm and 8cm.
For a triangle to exist the sum of the two shorter sides must be longer than the remaining side.
3 cm + 8 cm = 11 cm < 14cm
For it to be a right angle triangle the 3rd side must be 5cm
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if you have a box that is 9cm long and 3cm wide then you would say width + length + width + length because the side opposite from 3cm is also 3cm and the side opposite 9cm is also 9cm. so you would add: 9cm+9cm+3cm+3cm = 24cm if you have a box that is 9cm long and 3cm wide then you would say width + length + width + length because the side opposite from 3cm is also 3cm and the side opposite 9cm is also 9cm. so you would add: 9cm+9cm+3cm+3cm = 24cm
If the dimensions given are the length and the width, the area is determined by multiplying the length X width (5 X 3 = 15 sq cm).
the word scalene triangle means...a scalene triangle is a triangle with all different sizesone side can be 3cm long the other one can be 7cmlongand finaly the last one can be 10cm long
It is impossible to get a triangle with the side lengths 14cm, 3cm and 8cm 14cm itself is larger than the sum of two other lengths (3cm + 8cm = 11cm).
5cm
The area is 12cm2
23
a triangle that looks like this ,,,,,,,,/\ ,,,,,,, 3cm /--\ 3cm ,,,,,,/----\ ,,,,, ,,,,,-------,,,,,,
An isosceles triangle
Well, isn't that a cute little triangle you have there! With those side lengths of 3cm, 5cm, and 3cm, you have what we call a scalene triangle. Each side is a different length, but that just makes it unique and special in its own way. Keep exploring and creating, my friend!
Well, honey, if we're talking about a square with sides that are all 3cm long, then each side is, surprise surprise, 3cm in length. It's a square, not a triangle – all sides are equal. So, grab a ruler, measure it out, and you'll see that each side is indeed 3cm.
5 cm
The edge length would be 3 cm.
If both legs of a right triangle are the same, then it forms what is known as a "45-45-90 triangle". In this type of triangle, the hypotenuse is always √2 times more than the legs. So in this problem, with legs 3cm and 3cm, the hypotenuse is 3√2cm, or 4.243cm
An isosceles triangle.