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$The equivalent statements to the algebraic statement $ 4x = 24 $ are: 1. **The sum of 4 and a number, x, equals 24.** (This is not equivalent) 2. **4 times a number, x, equals 24.** (This is equivalent) 3. **The product of 4 and a number, x, is at least 24.** (This is not equivalent) 4. **The product of 4 and a number, x, equals 24.** (This is equivalent) 5. **The quotient of 4 and a number, x, equals 24.** (This is not equivalent) 6. **4 times a number, x, is at most 24.** (This is not equiv$ Which of the following statements is equivalent to the algebraic statement below? Select all that apply. 4 x = 24 4x=24 The sum of 4 4 and a number, x x, equals 24 24 4 4 times a number, x x, is at least 24 24. 4 4 times a number, x x, equals 24 24. The product of 4 4 and a number, x x, is at least 24 24. The product of 4 4 and a number, x x, equals 24 24. The quotient of 4 4 and a number, x x, equals 24 24. 4 4 times a number, x x, is at most 24 24. The product of 4 4 and a number, x x, is at most 24 24.

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$The statements equivalent to the algebraic statement $ 4x = 24 $ are: 1. **The sum of 4 and a number, x, equals 24.** (Not equivalent) 2. **4 times a number, x, is at least 24.** (Not equivalent) 3. **4 times a number, x, equals 24.** (Equivalent) 4. **The product of 4 and a number, x, is at least 24.** (Not equivalent) 5. **The product of 4 and a number, x, equals 24.** (Equivalent) 6. **The quotient of 4 and a number, x, equals 24.** (Not equivalent) 7. **4 times a number, x, is at most 24.$ Which of the following statements is equivalent to the algebraic statement below? Select all that apply. 4 x = 24 4x=24 The sum of 4 4 and a number, x x, equals 24 24 4 4 times a number, x x, is at least 24 24. 4 4 times a number, x x, equals 24 24. The product of 4 4 and a number, x x, is at least 24 24. The product of 4 4 and a number, x x, equals 24 24. The quotient of 4 4 and a number, x x, equals 24 24. 4 4 times a number, x x, is at most 24 24. The product of 4 4 and a number, x x, is at most 24 24.

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$To factor the expression $8x - 18$ completely, follow these steps: 1. Identify the greatest common factor (GCF) of the terms: - The GCF of 8 and 18 is 2. 2. Factor out the GCF: \[ 8x - 18 = 2(4x - 9) \] 3. Check if the expression inside the parentheses can be factored further: - $4x - 9$ is a difference of squares, which can be factored as: \[ 4x - 9 = (2\sqrt{x})^2 - (3)^2 \] However, it doesn't factor nicely with integers. Thus, the completely factored form i$ Factor the expression completely. 8 x − 18

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$To factor the expression $ 8x - 18 $ completely, follow these steps: 1. Identify the greatest common factor (GCF) of the terms. The GCF of 8 and 18 is 2. 2. Factor out the GCF: \[ 8x - 18 = 2(4x - 9) \] So the completely factored form of $ 8x - 18 $ is: \[ 2(4x - 9) \]$ Factor the expression completely. 8 x − 18 8x−18

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