Respuesta :
To solve this we'll use Pythagorean theorem.
Which is a^2+b^2=c^2
C is the hypotenuse, and a or b can be either leg.
Because we start with the hypotenuse we rearrange the equation to be c^2-a^2= b^2
-A and B are universal, so you can plug them into either one-
So
20^2-14^2=b^2
Take note that b is raised to the 2nd power
So in order to undo it we'll square root it
To solve this we'll use Pythagorean theorem.
Which is a^2+b^2=c^2
C is the hypotenuse, and a or b can be either leg.
Because we start with the hypotenuse we rearrange the equation to be c^2-a^2= b^2
-A and B are universal, so you can plug them into either one-
So
20^2-14^2=b^2
Take note that b is raised to the 2nd power
So in order to undo it we'll square root it
√(204=14.282856857
We then go to the tenth place, So the answer is rounded to 14.3
X=14.3
Which is a^2+b^2=c^2
C is the hypotenuse, and a or b can be either leg.
Because we start with the hypotenuse we rearrange the equation to be c^2-a^2= b^2
-A and B are universal, so you can plug them into either one-
So
20^2-14^2=b^2
Take note that b is raised to the 2nd power
So in order to undo it we'll square root it
To solve this we'll use Pythagorean theorem.
Which is a^2+b^2=c^2
C is the hypotenuse, and a or b can be either leg.
Because we start with the hypotenuse we rearrange the equation to be c^2-a^2= b^2
-A and B are universal, so you can plug them into either one-
So
20^2-14^2=b^2
Take note that b is raised to the 2nd power
So in order to undo it we'll square root it
√(204=14.282856857
We then go to the tenth place, So the answer is rounded to 14.3
X=14.3