Question

select all the true sentences. 93.9208 > 8.1130 0.1303 ≥ 933.0 39.932 > 39.932 9,089.2 < 9,132.90

Explanation:

Step1: Analyze \( 93.9208 > 8.1130 \)

Compare the two numbers. The whole number part of \( 93.9208 \) is \( 93 \), and for \( 8.1130 \) it is \( 8 \). Since \( 93>8 \), \( 93.9208 > 8.1130 \) is true.

Step2: Analyze \( 0.1303 \geq 933.0 \)

The whole number part of \( 0.1303 \) is \( 0 \), and for \( 933.0 \) it is \( 933 \). Since \( 0 < 933 \), \( 0.1303 \geq 933.0 \) is false.

Step3: Analyze \( 39.932 > 39.932 \)

A number is not greater than itself. So \( 39.932 > 39.932 \) is false.

Step4: Analyze \( 9,089.2 < 9,132.90 \)

Compare the whole number parts. \( 9089 < 9132 \), so \( 9,089.2 < 9,132.90 \) is true.

Answer:

• \( 93.9208 > 8.1130 \) (True)
• \( 0.1303 \geq 933.0 \) (False)
• \( 39.932 > 39.932 \) (False)
• \( 9,089.2 < 9,132.90 \) (True)

The true sentences are \( 93.9208 > 8.1130 \) and \( 9,089.2 < 9,132.90 \). So the correct options (assuming they were options, here listing the true ones) are:

• \( 93.9208 > 8.1130 \)
• \( 9,089.2 < 9,132.90 \)