Question - Solving an Inequality with Negative Square Root
Solution:
The image shows an inequality with two empty boxes on either side of the negative square root of 71. To solve this, we need to find two numbers that are less than and greater than the negated square root of 71. Recall that taking the square root of a positive number results in a positive number and when we add a negative sign to it, it makes the expression negative.The square root of 71 is approximately 8.43 (since √64 = 8 and √81 = 9, and 71 is between 64 and 81). Therefore, -√71 is approximately -8.43Since we need a number less than -8.43 and a number greater than -8.43, we could choose integers for simplicity. For the first box, let's choose -9 because -9 is less than -8.43. For the second box, we could choose -8 because -8 is greater than -8.43.So, in "en" language code, the inequality would be filled in as:-9 < -√71 < -8
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