What is the value of a
in the formula, a2+b2=c2
Responses
a=c2−b2−−−−−−√
A is equal to square root of c squared minus b squared end root
a=c2+b2−−−−−−√
A is equal to square root of c squared plus b squared end root
a=c2+b2
A is equal to c squared plus b squared
a=c2−b2
In the formula a^2 + b^2 = c^2, the value of a is not specified. It can be any real number.
There is no specified value for 'a' in the formula. 'a' represents one side of a right triangle, while 'b' and 'c' represent the other two sides. The value of 'a' would depend on the specific triangle being referred to in the formula.
To find the value of 'a' in the formula a² + b² = c², you have a few options:
1. a = √(c² - b²):
This formula involves taking the square root of the difference between c squared and b squared.
2. a = √(c² + b²):
This formula involves taking the square root of the sum of c squared and b squared.
3. a = c² + b²:
This formula represents the sum of c squared and b squared.
4. a = c² - b²:
This formula represents the difference between c squared and b squared.
You can choose the appropriate formula based on what information you have and what you are trying to solve for.