Add 3 to the product of 12 and the sum of 14 and 19. A. 12 × 14 × 19 + 3 B. 3 + ( 12 × 14 ) + 19 C. 3 + 12 × ( 14 + 19 ) D. 3 + ( 12 × 14 + 19 )

$\huge\textsf{Hey there!}$

$\huge\textbf{Random run down meaning of}\\\huge\textbf{\boxed{some} key terms in pre-algebra or}\\\huge\textbf{algebra in general: \boxed{\downarrow}}$

$\large\textsf{\boxed{Product} means \underline{\underline{multiply/multiplication}}}\\\\\large\textsf{\boxed{Sum} means \underline{\underline{add/addition}}}\\\\\large\textsf{\boxed{Quotient} means \underline{\underline{divide/division}}}\\\\\large\textsf{\boxed{Difference} means \underline{\underline{subtract/subtraction}}}\\\\\large\textsf{\boxed{Of} meaning as \underline{\underline{multiplication}} (sometimes)}$

$\huge\textbf{Now, let's \boxed{answer} your given question:}$

$\huge\textbf{The \boxed{question \ reads}:}$

$\large\textsf{\boxed{ADD} \underline{3} to the \boxed{PRODUCT} of \underline{12} \& the \boxed{SUM} of \underline{14 and 19}}$

$\huge\textbf{A small checklist for better }\\\huge\textbf{understanding your equation:}$

$\large\textsf{We know that have to \underline{multiply} 12 since it is the product of the}\\\large\textsf{equation }\large\checkmark$

$\large\textsf{We also know that we are \underline{adding} 3 because it simply tells us to }\large\checkmark$

$\large\textsf{Lastly, we also know that we're \underline{adding} 14 \& 19 because it is the sum}\\\large\textsf{part of the equation but it most likely be in parentheses because it is}\\\large\textsf{a different kind of \underline{addition} equation, if that makes sense to you }\large\checkmark$

$\huge\textbf{Now, we have that information out}\\\huge\textbf{of the way, we can solve for it because,}\\\huge\textbf{our checklist made it a little bit easier}\\\huge\textbf{to solve.}$