Answer:
Yes, the sum of the two smaller squares equals the largest square
Explanation:
See the picture attached. There are 3 squares with areas: a², b² and c². The Pythagorean Theorem states:
c² = a² + b²
(note that c² is the greatest value)
The question is not clear, but assuming that the three areas are 25, 144 and 169, we have to replace them in the formula:
169 = 144 + 25
And the equation is satisfied. Therefore, a right triangle be formed using these squares. The sides of the triangle will be:
c = √169 = 13
b = √144 = 12
a = √25 = 5
In general terms, you need to check if the sum of the two smaller squares equals the largest square.
Yes, the sum of the two smaller squares equals the largest squareAnswer:
Explanation:
