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Q: What is the length of the missing side of a triangle if the sides are 9cm and 12cm?
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If a right triangle has sides of 16Cm and 12Cm what is the hypotenuse?

If a right triangle has sides of 16Cm and 12Cm, the hypotenuse is: 20 cm


Is a 5cm by 12cm a right triangle?

If two sides of a triangle have lengths of 5cm and 12cm, then the third side can have any length that's more than 7cm and less than 17cm. If the third side is 13cm, then the triangle is a right triangle.


What kind of triangle has sides that are 10cm10cm and 12cm long?

Isosceles


What is the perimeter of a triangle that has sides 4cm long?

If it is an equilateral triangle with 3 equal sides of 4cm then its perimeter is 12cm


What is the perimeter of a triangle whose sides are 4cm 6cm and 12cm?

22cm


Do these three sides make a right triangle 6cm 9cm 12cm?

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IF you have three straight sticks of lengths 5cm 12cm 19cm Can you arrange these sticks into a triangle?

I cut out the lengths to have a visual look at the problem and the answer is NO you cannot arrange 5cm, 12cm, and 19cm into a triangle. Even straightening out the lengths of 5cm and 12cm into a 180 degree angle will not measure out to the 19cm. You cannot have a side that is more than the length of the other two sides combined in a triangle.


What is the area of a triangle 4cm by 8cm?

It depends on the length of the third side.


How long perimeter Triangle 4cm side?

If it is an equilateral triangle with 3 equal sides of 4m then its perimeter is 12cm


Use the Pythagorean theroem to determine whether a triangle with sides 5cm 12cm and 13cm?

52 + 122 = 25 + 144 = 169 = 132 This calculation confirms that the three sides of length 5, 12 and 13 cm form a right angled triangle with the side of length 13cm being the hypotenuse.


How do you draw a triangle with a perimeter of 12cm and area of 6cm2?

It will be a right angle triangle with a base of 3cm, a height of 4cm and a hypotenuse of 5cm


An isosceles has a primeter of 12cm one of its sides are 5cm what is the length of the other side?

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