Question: Determine whether the sentence is true or false. If (x + 2)(x + 3)= 24, then (x + 2) =24 or (x+3)=24. Choose the correct

Determine whether the sentence is true or false. If (x + 2)(x + 3)= 24, then (x + 2) =24 or (x+3)=24. Choose the correct answer below. A. The sentence is true. Solve for x separately in each equation. There will be two values for x. Discard the negative value of x and keep the positive value of x. () B. The sentence is false. Although the left side of the equation is the factored form of a polynomial, the right side of the equation is nonzero. The sentence would only make sense if there was a 0 obtained on one side of the equation. () C. The sentence is true because the left side of the equation is in factored form. If the polynomial is factored correctly, then solving for x separately in each equation will give the correct solution. () D. The sentence is false because the left side of the equation should be written in standard form before factoring

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