
Write the following as numbers in the given table.
Answer
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Hint:- We had to only count the number of hundreds, tens ones and tenths in both the figures and that will be the required answer.
Complete step-by-step solution:
As we know that to write any number in expanded form we have to write it in the form of ones, tens, hundreds and thousands.
Like, 2509 can be written as two thousands five hundreds nine.
So, thousand is counted as 1000
Hundred is counted as 100
Tens is counted as 10
Ones is counted as 1
And Tens is the one tenth of 100. So, ones will be \[\dfrac{1}{{10}}\]
So, now to find the number of hundred, tens, ones and tents in the above figures (a) and (b) we had to count the Hundred named shapes, tens named shapes, ones named shape and tenths named shapes.
So, in figure (a) zero hundred, three tens, one ones and two tenths.
And, in figure (b) one hundreds, one tens, zero ones and four tenths.
Hence, the table will be as follows.
Note:- Whenever we come up with this type of problem, then if we are asked to find the complete number then we had to only apply the direct formula that is number = $\text{number of hundreds}\times 100 + \text{number of tens}\times 10 + \text{number of ones}\times 1 + \text{number of tenths}\times (0.1)$. This will be the easiest and efficient way to find the solution of the problem.
Complete step-by-step solution:
As we know that to write any number in expanded form we have to write it in the form of ones, tens, hundreds and thousands.
Like, 2509 can be written as two thousands five hundreds nine.
So, thousand is counted as 1000
Hundred is counted as 100
Tens is counted as 10
Ones is counted as 1
And Tens is the one tenth of 100. So, ones will be \[\dfrac{1}{{10}}\]
So, now to find the number of hundred, tens, ones and tents in the above figures (a) and (b) we had to count the Hundred named shapes, tens named shapes, ones named shape and tenths named shapes.
So, in figure (a) zero hundred, three tens, one ones and two tenths.
And, in figure (b) one hundreds, one tens, zero ones and four tenths.
Hence, the table will be as follows.
Note:- Whenever we come up with this type of problem, then if we are asked to find the complete number then we had to only apply the direct formula that is number = $\text{number of hundreds}\times 100 + \text{number of tens}\times 10 + \text{number of ones}\times 1 + \text{number of tenths}\times (0.1)$. This will be the easiest and efficient way to find the solution of the problem.
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