Comparing Decimal Subtraction: Is 3.2-2.10 Equal to Its Vertical Form?

Determine whether the exercise is written correctly in relation to the position of the decimal point:

2.10-3.2

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Step-by-step video solution

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00:00 Determine if the decimal point position is correct?
00:04 We'll use long subtraction to find the position of the decimal point
00:07 In long subtraction, the decimal point must be aligned one above the other
00:10 In our exercise, the decimal point is aligned one above the other
00:15 And secondly, we can see that the number we want to subtract
00:19 is not larger than the number we want to subtract from
00:27 The number is smaller, therefore the result will be negative
00:32 And this is the solution to the question

Step-by-step written solution

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1

Understand the problem

Determine whether the exercise is written correctly in relation to the position of the decimal point:

2.10-3.2

2

Step-by-step solution

The problem requires us to verify if the subtraction exercise of the decimal numbers is written correctly, focusing on the position of the decimal points.

Step-by-step:

  • Step 1: Identify the given numbers, 2.102.10 and 3.23.2.

  • Step 2: Align these numbers by their decimal points for proper subtraction.

Upon alignment, the numbers are:

2.102.10
3.2-3.2.

To correctly align them for subtraction, we can rewrite 3.23.2 as 3.203.20 to match the number of decimal places:

2.102.10

3.20-3.20

The decimal points are aligned correctly in both numbers, confirming that the exercise is set up accurately regarding the position of the decimal point.

Thus, the answer to the problem is Yes.

3

Final Answer

Yes.

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