Questions: Translate to an inequality. The savings is at least 8100. Use s to represent the savings. The inequality is (Type an inequality. Use integers or decimals for any numbers in the inequality. Do not include the symbol in your answer.)

Translate to an inequality. The savings is at least 8100. Use s to represent the savings. The inequality is (Type an inequality. Use integers or decimals for any numbers in the inequality. Do not include the symbol in your answer.)
Transcript text: Translate to an inequality. The savings is at least $\$ 8100$. Use s to represent the savings. The inequality is $\square$ (Type an inequality. Use integers or decimals for any numbers in the inequality. Do not include the $\$$ symbol in your answer.)
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Solution

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Solution Steps

To translate the given statement into an inequality, we need to express that the savings, represented by \( s \), is at least 8100. This means that \( s \) should be greater than or equal to 8100.

Step 1: Define the Variable

We are given that the savings is represented by \( s \).

Step 2: Translate the Statement to an Inequality

The statement "The savings is at least \$8100" means that \( s \) should be greater than or equal to 8100. This can be written as: \[ s \geq 8100 \]

Final Answer

\[ \boxed{s \geq 8100} \]

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