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Translate the sentence into an inequality.
The product of
b and 4 is greater than or equal to -26 .

Translate the sentence into an inequality. $\newline$ The product of $b$ and $4$ is greater than or equal to $-26$ .

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Write an equation from words

Full solution

Q. Translate the sentence into an inequality.

\newline

The product of

b

and

4

is greater than or equal to

-26

.

Identify Operation and Relationship: Identify the math operation and relationship in the phrase: $\newline$ ＂The product of $b$ and $4$ is greater than or equal to $-26$ ＂ $\newline$ The phrase ＂the product of $b$ and $4$ ＂ indicates a multiplication between $b$ and $4$ . $\newline$ The phrase ＂is greater than or equal to＂ indicates a comparison where the result of the multiplication is at least $-26$ .
Write Expression for Product: Write an expression to represent ＂the product of $b$ and $4$ ＂. $\newline$ The product of two numbers is found by multiplying them together. $\newline$ So, the product of $b$ and $4$ is written as $4b$ .
Write Inequality for Comparison: Write an inequality to represent ＂the product of $b$ and $4$ is greater than or equal to $-26$ ＂. $\newline$ The sentence can be translated into the inequality $4b \geq -26$ .

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