We appreciate your visit to Carlos found that the length of the diagonal of his laptop monitor is tex sqrt 290 tex inches If the manufacturer rounds to the nearest. This page offers clear insights and highlights the essential aspects of the topic. Our goal is to provide a helpful and engaging learning experience. Explore the content and find the answers you need!
Answer :
To find the size of Carlos's laptop monitor based on the given diagonal measurement of [tex]\(\sqrt{290}\)[/tex] inches, let's go through the following steps:
1. Understanding the Problem: The length of the diagonal of the laptop monitor is given as [tex]\(\sqrt{290}\)[/tex] inches. We need to determine which size from the given options matches this diagonal measurement.
2. Calculate [tex]\(\sqrt{290}\)[/tex]: The approximate value of [tex]\(\sqrt{290}\)[/tex] is calculated to determine the monitor size. This value is roughly 17.03 inches.
3. Compare with Given Options: The given options for the monitor size are 12, 17, 97, and 245 inches.
4. Choose the Closest Option: The calculated diagonal length is approximately 17.03 inches. Comparing this with the options, 17 inches is the closest size.
Therefore, the monitor size, as measured by the diagonal, is 17 inches.
1. Understanding the Problem: The length of the diagonal of the laptop monitor is given as [tex]\(\sqrt{290}\)[/tex] inches. We need to determine which size from the given options matches this diagonal measurement.
2. Calculate [tex]\(\sqrt{290}\)[/tex]: The approximate value of [tex]\(\sqrt{290}\)[/tex] is calculated to determine the monitor size. This value is roughly 17.03 inches.
3. Compare with Given Options: The given options for the monitor size are 12, 17, 97, and 245 inches.
4. Choose the Closest Option: The calculated diagonal length is approximately 17.03 inches. Comparing this with the options, 17 inches is the closest size.
Therefore, the monitor size, as measured by the diagonal, is 17 inches.
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