Best Answer

You can't tell the dimensions from the area. All you know is that (1/2 x base x height) = 8

and that (hypotenuse)2 = (one leg)2 + (other leg)2 .

There are an infinite number of right triangles that all have area of 8 cm2 .

Here are three of them:

leg --- leg --- hypotenuse

4cm -- 4cm -- 5.657cm

2cm -- 8cm -- 8.246cm

1cm -- 16cm -- 16.031cm

Q: What are the measurements of a right-angle triangle with an are of 8 cm squared?

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The formula to calculate area of a triangle is b x h / 2 so if u were to do that to find a 9 cm squared it would be:2x9/2 = 9 cm squared

It depends on the shape - triangle, parallelogram etc.

If one side of the triangle is 8cm then the other side is 7cm because 0.5*8*7 = 28 square cm

2500 cm squared

A triangle with those measurements would just form a straight line.

Related questions

Height = 8 cm

They could be 3 cm by 4 cm by 5 cm for a right angle triangle.

He discovered how to find the length of the missing side of a right triangle, so if there was a 5 cm line and a 4 cm line he could tell the length of the other line on a triangle. The answer to the 5 cm by 4 cm would be 3 cm. That is his famous 5, 4, 3 triangle. The formula for it is A squared plus B squared equals C squared.

The formula to calculate area of a triangle is b x h / 2 so if u were to do that to find a 9 cm squared it would be:2x9/2 = 9 cm squared

15 centimeters.

For isosceles triangle both legs are the same, 10 cm. The hypotenuse is square root of sum of legs squared, = sqrt (10 squared + 10 squared) = 14.1 cm

the hypotonose of a triangle is the square root or one side squared plus the other side squared.

Hypotenuse squared = 12 squared + 5 Squared so Hypotenuse Squared = 144 + 25 so Hypotenuse = Square root of 169 = 13cm

17.5cm squared

It depends on the shape - triangle, parallelogram etc.

6 squared = 3 squared + x squared if x is the height (altitude) of the triangle 36 = 9+x squared x squared =27 so x = 3 sqrt3 = 5.19615

Since an isosceles triangle can be represented by two right triangles back to back, you can utilize the pythagorean theorum to solve this example. Specifically: 18cm/2 = 9cm = 1 leg of right triangle (A) 24cm = hypotenuse of right triangle (C) A squared + B squared = C squared Altitude = B = square root of (C squared - A squared) = approximately 19.875