1)) Is $$ c=8 $$ a solution to this equation? $$ 0=(-8+c)^{2} $$ yes yo no no no

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To determine if $$ c = 8 $$ is a solution to the equation $$ 0 = (-8 + c)^{2} $$, we can substitute $$ c $$ with $$ 8 $$ and check if the equation holds true.

1. Substitute $$ c = 8 $$ into the equation:
   $$
   0 = (-8 + 8)^{2}
   $$

2. Simplify the expression inside the parentheses:
   $$
   -8 + 8 = 0
   $$

3. Now substitute back into the equation:
   $$
   0 = (0)^{2}
   $$

4. Calculate $$ (0)^{2} $$:
   $$
   0 = 0
   $$

Since both sides of the equation are equal, $$ c = 8 $$ is indeed a solution to the equation $$ 0 = (-8 + c)^{2} $$.

Thus, the answer is **yes**.
$$ c = 8 $$ is a solution to the equation $$ 0 = (-8 + c)^{2} $$.

1)) Is \( c=8 \) a solution to this equation? \( 0=(-8+c)^{2} \) yes yo no no no

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