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John likes 400 but not 300 he likes 100 but not 99 he likes 3600 but not 3700 Which does he like?
Wiki User
∙ 15y ago
i think he does like 10
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No, it's actually not 10. It's 1600. Because Ralph likes perfect square roots.
The ones he like:
√25 = 5
√400 = 20
√144 = 12
The ones he doesn't like:
√24 = 4.898979486...
√300 = 17.32050808...
√145 = 12.04159458...
The answer choices:
√10 = 3.16227766...
√50 = 7.071067812...
√124 = 11.13552873...
√200 = 14.14213562...
√1600 = 40
And also, he likes 400 and not 300, not vice versa.
Wiki User
∙ 12y ago
Wiki User
∙ 13y agoHe only likes perfect squares.
Now that's not right, take a look at the statement again. If he only likes perfect squares then; Why does he like 2500 but not 2400?
Answer
Answer: he likes numbers that are divisible by four
Answer:only posting to reinforce the first answer. John only likes perfect squares. Oh, and whoever wrote that comment right after the first answer... how exactly is 2400 a perfect square?2500 = 50^2
2400 = ... (think again, eh?)
Answer:He likes 400, 100 and 2500! It says so in the question! LOL!------------------------------------------------------------------------------------------------------------
Answer:John likes Sally.
Answer: Actually, John likes more not less.
2400's square root is approximately 48.98979485566356.
Wiki User
∙ 15y agoHe likes 900 because it is a perfect square. 300, 99 and 370 do not square to be a whole number.
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John likes 400 but not 300 he likes 100 but not 99 he likes 3600 but not 3700 Which does he like 900 1000 1100 1200?
John likes 1100. 900. He likes 400 but not 300; 400 is the square of an integer (20) but 300 is not. He likes 100 but not 99; 100 is the square of an integer (10) but 99 is not. He likes 3600 but not 3700; 3600 is the square of an integer (60) but 3700 is not. 900 is the square of an integer (30), but 1000, 1100, and 1200 are not.
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