Number of ones: 6
Number of tens: 5
Number of hundreds: 9
Determine the correct number according to the above place values:
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Number of ones: 6
Number of tens: 5
Number of hundreds: 9
Determine the correct number according to the above place values:
To solve this problem, we need to apply an understanding of place values in constructing a number. Let's go through the steps:
Assembling these digits gives us the number 956, which matches the option identified as correct in the multiple-choice list.
Therefore, the solution to the problem is .
956
Determine the number of tenths in the following number:
1.3
Place value has fixed positions! The hundreds digit must go in the leftmost spot, tens in the middle, and ones on the right. The order they're mentioned doesn't matter - only their place value positions do.
Think of it like addresses: hundreds live on the left, tens in the middle, ones on the right. No matter what order someone tells you the house numbers, each goes to its correct street!
You still need to show the placeholder zero! For example, 7 hundreds, 0 tens, 3 ones becomes 703. The zero holds the tens place so 7 stays in hundreds position.
Absolutely! Take your final number like 956 and count:
Because place value matters more than having the right digits! 965 means 9 hundreds, 6 tens, 5 ones - but we need 9 hundreds, 5 tens, 6 ones. Same digits, wrong positions!
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