Question

Which sentences represent the inequality? Check all that apply. 2. 1 (-1. 2x) Greater-than-or-equal-to 8 The sum of 2. 1 and –1. 2 times a number is at least 8. The sum of 2. 1 and –1. 2 times a number is no more than 8. The sum of 2. 1 and –1. 2 times a number is a maximum of 8. The sum of 2. 1 and –1. 2 times a number is greater than or equal to 8. The sum of 2. 1 and –1. 2 times a number is a minimum of 8.

Answer 1

The correct sentences that represent the inequality are as follows;

The sum of 2.1 and –1.2 times a number is at least 8.

The sum of 2.1 and –1.2 times a number is greater than or equal to 8.

The sum of 2.1 and –1.2 times a number is a minimum of 8.

Given

Inequality; $\rm 2.1 + (-1.2x) \geq 8$

What is inequality?

When two real numbers or two algebraic expressions are represented with symbols like <, > or ≤, ≥ they can be called an inequality.

Inequality; $\rm 2.1 + (-1.2x) \geq 8$

The correct sentences that represent the inequality are as follows;

• The sum of 2.1 and –1.2 times a number is at least 8.

• The sum of 2.1 and –1.2 times a number is greater than or equal to 8.

• The sum of 2.1 and –1.2 times a number is a minimum of 8.

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