Answer:

Step-by-step explanation:
we know that
A
right triangle has two equal legs
Let
x-----> the length side of the leg of the triangle
y------> the length side of the hypotenuse


so

in this problem we have

substitute the value of y and solve for x



2x2=4, 5x6=30
Not sure if they’re one expression, of so it’s (2x2)+(5x6)=34
It would be zero because you can’t raise 0 to any positive power.

Put it back into the equation,

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