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Find the value of the polynomial x^2-9 for x=97?
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Find the value of the polynomial x^2-9 for x=97?
- **Given Polynomial:** \( x^2 - 9 \)
- **Value of x:** \( x = 97 \)
- **Substitute the value of x:**
- Substitute x with 97 in the polynomial:
\[ 97^2 - 9 \]
- **Calculate the value:**
- Calculate the square of 97:
\[ 97^2 = 9409 \]
- Subtract 9 from 9409:
\[ 9409 - 9 = 9400 \]
- **Final Answer:**
- Therefore, the value of the polynomial \( x^2 - 9 \) for \( x = 97 \) is 9400.
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Find the value of the polynomial x^2-9 for x=97?
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