A NO. CONSISTS OF 100'S 1 , 100'S 2 AND 100'S 3 . THEN IT CAN BE A PERFECT SQUARE OF A NO. WHOSE SUM OF DIGITS IS-
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Even though there wasn't a number like that, if the problem tells us that there are 100's 1, 100's 2, and 100's 3, then the addition of the digits would be: 100 * 1=100 100 * 2=200 100 * 3=300 This because there are a hundred of each number, whatever it possition would be. So, the addition is equal to 600, and there's not a similar option, so it's: NONE OF THESE