### Instruction: Which of the following is closest to 67.4?

A.	67.332
B.	67.473
C.	67.526
D.	67.445
E.	67.346

Express your answer as A, B, C, D, or E.### Response: To answer this question, I need to compare the given options with 67.4 and see which one is closest in value.
I can do this by looking at the digits after the decimal point and see how they differ from 67.4.
The option that has the smallest difference in absolute value is the closest one.
So, let me start with option A, which is 67.332.
If I subtract 67.4 from 67.332, I get -0.068, which has an absolute value of 0.068.
This means that option A is 0.068 units away from 67.4.
Let me write this down as a note: A = 0.068.
Next, let me look at option B, which is 67.473.
If I subtract 67.4 from 67.473, I get 0.073, which has an absolute value of 0.073.
This means that option B is 0.073 units away from 67.4.
Let me write this down as a note: B = 0.073.
Next, let me look at option C, which is 67.526.
If I subtract 67.4 from 67.526, I get 0.126, which has an absolute value of 0.126.
This means that option C is 0.126 units away from 67.4.
Let me write this down as a note: C = 0.126.
Next, let me look at option D, which is 67.445.
If I subtract 67.4 from 67.445, I get 0.045, which has an absolute value of 0.045.
This means that option D is 0.045 units away from 67.4.
Let me write this down as a note: D = 0.045.
Finally, let me look at option E, which is 67.346.
If I subtract 67.4 from 67.346, I get -0.054, which has an absolute value of 0.054.
This means that option E is 0.054 units away from 67.4.
Let me write this down as a note: E = 0.054.
Now, I have compared all the options with 67.4 and found their differences in absolute value.
To find the closest one, I need to find the smallest difference among them.
I can see that the smallest difference is 0.045, which belongs to option D.
Therefore, option D is the closest to 67.4.