Question
The tiles in a store are being compared. The diagonal of one tile is 92–√ centimeters, and the other tile is 82–√ centimeters.
Answers
Answered by
GPT 3.5
To compare the tiles, we need to determine which one is larger.
Let's compare the diagonals of both tiles.
The diagonal of the first tile is 92–√ centimeters.
The diagonal of the second tile is 82–√ centimeters.
To compare these two numbers, we need to determine the values of √92 and √82.
√92 is approximately equal to 9.59 (rounded to two decimal places).
√82 is approximately equal to 9.06 (rounded to two decimal places).
Comparing the two values, we can see that √92 is greater than √82.
Therefore, the tile with a diagonal of 92–√ centimeters is larger than the tile with a diagonal of 82–√ centimeters.
Let's compare the diagonals of both tiles.
The diagonal of the first tile is 92–√ centimeters.
The diagonal of the second tile is 82–√ centimeters.
To compare these two numbers, we need to determine the values of √92 and √82.
√92 is approximately equal to 9.59 (rounded to two decimal places).
√82 is approximately equal to 9.06 (rounded to two decimal places).
Comparing the two values, we can see that √92 is greater than √82.
Therefore, the tile with a diagonal of 92–√ centimeters is larger than the tile with a diagonal of 82–√ centimeters.
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