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Module Progress: Quadratic Equations - G -11

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Quadratic Equations - G -11

question 1 of 1 Grade: Eleven - G11
question 1 of 1 Grade: Eleven - G11

Q: Solve the equation \(3x^{2} + 13x - 7 = 0\), giving answers correct to 2 decimal places.

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Did You Know?

Express 125 as a power of 5: \(125 = 5^3\). So equation becomes \(5^{-3x} = 5^3\). Since bases are equal, exponents must be equal: \(-3x = 3\), so \(x = -1\).

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Did You Know?

Express 125 as a power of 5: \(125 = 5^3\). So equation becomes \(5^{-3x} = 5^3\). Since bases are equal, exponents must be equal: \(-3x = 3\), so \(x = -1\).

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