Write an expression to represent: 4 more than the product of 3 and x.

Add 4 to something: To represent ＂4 more than＂ something in mathematics, we add 4 to that something. Multiply 3 by x: The ＂product of 3 and x＂ means we multiply 3 by x, which is written as 3x. Combine and simplify: Combining the two parts, we add 4 to the product of 3 and x to get the expression 3x + 4. Check for accuracy: We check the expression to ensure it matches the description: ＂4 more than the product of 3 and x＂ translates to ＂3 times x plus 4,＂ which is correctly represented by the expression 3x + 4.

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Write an expression to represent:
4 more than the product of 3 and
x.

Write an expression to represent: $\newline$ $4$ more than the product of $3$ and $x$ .

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Grade 8

Square roots of perfect squares

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Q. Write an expression to represent:

\newline

4

more than the product of

3

and

x

Add $4$ to something: To represent ＂ $4$ more than＂ something in mathematics, we add $4$ to that something.
Multiply $3$ by x: The ＂product of $3$ and x＂ means we multiply $3$ by x, which is written as $3x$ .
Combine and simplify: Combining the two parts, we add $4$ to the product of $3$ and $x$ to get the expression $3x + 4$ .
Check for accuracy: We check the expression to ensure it matches the description: ＂ $4$ more than the product of $3$ and $x$ ＂ translates to ＂ $3$ times $x$ plus $4$ ,＂ which is correctly represented by the expression $3x + 4$ .