Understanding the Division Problem
When you encounter the division problem 106 ÷ 105, you're essentially asking how many times 105 can fit into 106.
Step-by-Step Calculation
- Determine the Numbers:
- The dividend is 106.
- The divisor is 105.
- Perform the Division:
- When you divide 106 by 105, you are checking how many complete sets of 105 can be taken from 106.
- Calculate the Result:
- Since 105 is very close to 106, you can fit 105 into 106 exactly 1 time.
- The remainder would be 1 (106 - 105 = 1), but since we are focusing on how many times it fits, we just note that it fits once.
Understanding the Options
Now let's look at the provided options:
- a) 101
- b) 105
- c) 106
- d) 1011
Only option a) 101 seems reasonable in context, as the quotient of 106 ÷ 105 is indeed approximately 1, but expressed in decimal form, it would be roughly 1.0095. However, it appears that option 'A' might have been presented incorrectly or misunderstood in context.
Conclusion
In conclusion, the correct interpretation from the division of 106 by 105 yields a result of 1. Therefore, while option 'A' is given as 101, it's essential to clarify that the answer to the division itself is simply 1. Thus, the best choice reflecting the value is really that it fits once, although the options may not directly reflect this.