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Q: Is it possible to have a triangle with side lengths of 1-2-3?
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What is the whole number if 14 percent OF IT IS 123?

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Can you find the length of the hypotenuse with one angle one side of known length in a right angled triangle?

Yes you can. With the formula "a2 + b2 = c2" Take this picture: http:/spunproject07.pbwiki.comflyf.jpg Answer: a2 + b2 = c2 72 + 52 = c2 49 + 25 = c2 123 = c2 We want to get rid of the 2 Find the square root of "123" You will get "11.090536506409418." Round it to 1 decimal or more if required. c = 11.1 [ CedricD ] All of the above is true, but it doesn't answer the question. In a right triangle if you know one angle in addition to the right angle, then you know or can compute the other acute angle. If we let a, b, and c be the lengths of the three sides with c being the hypotenuse and angles A and B being the angles opposite a and b, respectively then if A is the known angle the sine of A = a/c and c=a/sinA. If B is the known angle then c=b/sinB


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Is 123 a fraction?

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It is: 123+123 = 246