Determine the perfect square values that best complete the expression x−−√<300−−−√<y√ by squeezing the interval on a number line.(1 point) Responses x=289, y=324 x equals 289 , y equals 324 x=256, y=361 x equals 256 , y equals 361 x=299, y=301 x equals 299 , y equals 301 x=100, y=400
To solve this problem, we need to find the perfect square values that best complete the expression x−−√<300−−−√<y√.
We can start by finding the perfect square values that are less than 300. The perfect square values that are less than 300 are: 256, 289.
Now, we need to find the perfect square values that are greater than the previous values but less than y. The perfect square values that are greater than 256 and less than 361 are: 289, 324.
Therefore, the perfect square values that best complete the expression are x = 289 and y = 324.
So, the correct answer is x=289, y=324.