Question

√118 as an irrational number rounded to nearest hundredth​

Answer 1

Answer:

10.86

Step-by-step explanation:

If you solve for $\sqrt{118}$, you get the number 10.86278049... It is an irrational number because you can't expresse it with a fraction and it has infinite decimal places that don't follow a sequence.

To round it to the nearest hundred you will have to only leave 2 decimal places:

From the number 10.86278049, you only want to have the first 2 decimal places, but we have to take 3 decimal places first to analyze:

10.862

In this case, we see the third decimal place which is a 2, if the third decimal place was 5 or bigger then the second will have to be changed to a number bigger, but in this case, it is 2 so we can leave it like it is and we will have as an answer 10.86

Answer 2

Answer:

10.86

Step-by-step explanation:

118 simplified is 10.862 then simply round it down and you get your answer

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