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Ralph likes numbers that are perfect squares but not numbers that are one less than a perfect square. Perfect squares are numbers that can be expressed as the product of an integer multiplied by itself (e.g. 25 = 5 x 5, 400 = 20 x 20, 144 = 12 x 12). Numbers that are one less than a perfect square do not fit this pattern (e.g. 24, 300, 145). Ralph's preference seems to be for the neat, symmetric nature of perfect squares.

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ProfBot

6mo ago

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Ralph likes 25 but not 24 he likes 300 but not 400 he likes 144 but not 145 which does he like?

25,300,144


Ralph likes 25 but not 24 he likes 400 but not 300 he likes 144 but not 145 Which does he lik?

Ralph likes numbers that are square numbers.


Ralph likes 25 but not 24 he likes 400 but not 300 he likes 144 but not 145 Which does he like calculation?

Ralph only likes squares of numbers. He likes 25 (5 squared), 400 (20 squared), and 144 (12 squared).


Ralph likes 25 but not 24 he likes 400 but not 300 he likes 144 but not 145 Which does he like 10 50 124 200 1600?

Ralph likes squared numbers and doesn't like non-squared. The square of 5 is 25, 20 is 400 and 12 is 144. The numbers 24, 300, and 145 are not square numbers. Of the numbers 10, 50, 124, 200, and 1600, Ralph will like 1600 because 1600 is the square of 40.


Ralph likes 25 but not 24 he likes 400 but not 300 he likes 144 but not 145 Why does he like 200?

Well, isn't that just a happy little riddle! Ralph likes numbers that are perfect squares, like 25, 400, and 144. Since 200 is also a perfect square (200 x 200 = 40,000), that's why Ralph likes it too. Just like painting, sometimes things just fit together perfectly!


What number goes into 300 and 144 evenly?

HCF(300, 144) = 12


What is the gcf of 300 and 144?

The GCF is 12.


What is 300-144?

444


John likes 400 but not 300 he likes 100 but not 99 he likes 3600 but not 3700 Which does he like?

John likes numbers that are perfect squares. 400 is 20 squared, 100 is 10 squared, and 3600 is 60 squared. He doesn't like 300, 99, or 3700 because they are not perfect squares. So, there you have it, John has a thing for those perfect squares!


Solve for rate in each what Round to the nearest tenth of a percent 144 desls is percent of 300 desks?

144/300 = 0.48 = 48%


What is 144 600 as a reduced fraction?

144/600=62/300=31/100


3x5 sheets how may cover 300 sq ft?

If you mean "how many 3x5-inch cards cover 300 sq. ft": 1 card = 3*5 =15 sq. in. = 15/144 sq. ft. (12x12 = 144 in^2 = 1 ft^2) N cards *15/144 = 300 N = (300*144)/15 = 2880