The quadratic equation $ax^2+32x+c=0$ has exactly one solution. If $a+c=130$, and $a>c$, find the ordered pair $(a,c)$.
Question:
The quadratic equation $ax^2+32x+c=0$ has exactly one solution. If $a+c=130$, and $a>c$, find the ordered pair $(a,c)$.
Answer:
Let's think step by step.

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The quadratic equation $ax^2+32x+c=0$ has exactly one solution. If $a+c=130$, and $a>c$, find the ordered pair $(a,c)$.
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