Decimal Comparison: Finding Numbers Less Than 0.91

Choose the number that is less than 0.91 0.91 .

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Step-by-step video solution

Watch the teacher solve the problem with clear explanations
00:04 Let's find the smaller number. Pay attention to each digit.
00:08 Compare the digits carefully, one by one.
00:12 You can always add a zero to the end. It doesn't change the number's value.
00:17 Notice zero is less than one. So, this number is smaller.
00:22 Now, let's check the next number using the same approach.
00:27 This time, three is more than one. So, this number is larger.
00:32 Let's examine the next number again, following the same method.
00:36 The number two is also greater than one. So, it's larger.
00:44 Let's look at the final number.
00:47 We see the numbers are equal!
00:51 And that concludes our problem solving! Well done!

Step-by-step written solution

Follow each step carefully to understand the complete solution
1

Understand the problem

Choose the number that is less than 0.91 0.91 .

2

Step-by-step solution

To determine which answer is correct, let's compare the answers and find out which one is less than 0.91:

Let's look at the answers:

0.9 - If we add 0 we get the number 0.90, since the hundredths digit is 0 and 0 is less than 1, this is the correct answer.

0.93 - Since the hundredths digit is 3 and 3 is greater than 1, this is not the correct answer.

0.92 - Since the hundredths digit is 2 and 2 is greater than 1, this is not the correct answer.

0.91 - Since both numbers are equal to each other, this is not the correct answer.

3

Final Answer

0.9 \text{0}.9

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Which decimal number is greater?

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