Determine the roots of the equation:
c. $y = \sqrt{x + 14}$

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Final Answer: The root of the equation $y = \sqrt{x + 14}$ is $- 14$ .

Steps

Step 1 ：The problem is asking for the roots of the equation $y = \sqrt{x + 14}$ . The roots of an equation are the values of $x$ that make the equation equal to zero. In other words, we need to find the values of $x$ for which $y = 0$ . This means we need to solve the equation $\sqrt{x + 14} = 0$ .

Step 2 ：The root of the equation is -14. This means that when $x = - 14$ , the equation $y = \sqrt{x + 14}$ equals to 0. This is the root of the equation.

Step 3 ：Final Answer: The root of the equation $y = \sqrt{x + 14}$ is $- 14$ .

Determine the roots of the equation: c. y=x+14

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Determine the roots of the equation:
c. $y = \sqrt{x + 14}$