Number of ones: 1
Number of tens: 5
Number of hundreds: 9
Determine the correct number according to the given place values:
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Number of ones: 1
Number of tens: 5
Number of hundreds: 9
Determine the correct number according to the given place values:
To solve this problem, we need to construct a number based on given place values. Let's proceed with the solution:
The problem states:
- The number of ones is 1.
- The number of tens is 5.
- The number of hundreds is 9.
In the decimal system:
We add these contributions to get the number:
Conclusion: Thus, the correct number according to the given place values is .
Matching with provided choices:
Therefore, the answer is choice 3: .
951
Determine the numerical value of the shaded area:
Think of it like building blocks! Start with the biggest place value (hundreds) and work down. If you have 9 hundreds, that's your leftmost digit. Then 5 tens goes in the middle, and 1 one goes on the right.
Use a place value chart! Draw three columns labeled 'Hundreds', 'Tens', 'Ones' and put each digit in its correct column. This visual helps you see exactly where each digit belongs.
Because 915 means 9 hundreds, 1 ten, 5 ones - but the problem asks for 5 tens and 1 one. The digits are in the wrong positions!
Count each place value separately: In 951, you have 9 in hundreds place (9 hundreds), 5 in tens place (5 tens), and 1 in ones place (1 one). Match these to what the problem asks for!
Write down the digits in order: hundreds first, then tens, then ones. So 9 hundreds, 5 tens, 1 one becomes 9-5-1, which is 951!
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