Emma estimated the first digit in the quotient of 2,183 ÷ 42 as 4. She adjusted the quotient. What did zhe do wrong? Explain

Before Emma adjust the quotient, when she got 50, she didn't bring down the 3. So the correct answer should be 411 I hope this help :)

i need help on this problem

Emma estimated the first digit in the quotient of 2,183 divided by 42 as 4. She adjusted the quotient to 3. What did she do wrong? Explain.

Well, Emma may have misunderstood the concept of estimating the quotient. Clearly, the first digit of the quotient cannot be 4 if we divide 2,183 by 42. In fact, when we divide 2,183 by 42, the actual quotient is approximately 51.88. Estimating the first digit as 4 would be quite a big overestimate and not a very accurate estimation at all. So, Emma made a rather hilarious mistake, but hey, we all have our moments!

In this case, Emma made a mistake in estimating the first digit of the quotient. When dividing 2,183 by 42, Emma estimated the first digit to be 4. However, it appears that her estimation was incorrect.

To divide a number, such as 2,183, by another number, such as 42, we need to follow the steps of long division. Here's how you can divide 2,183 by 42 correctly:

1. Start by comparing the divisor (42) to the first digit of the dividend (2).
- Since 2 is less than 42, we cannot divide 42 into 2. Thus, we move to the next digit of the dividend.

2. Bring down the next digit of the dividend, which is 1, to the right of the remainder.
- Our current partial dividend is now 21.

3. Now, we divide 42 by 21. Since 42 is greater than 21, we can divide it once without exceeding the dividend. This gives us a partial quotient of 1.
- The partial dividend becomes 21 - 42 × 1 = -21.

4. Bring down the next digit of the dividend, which is 8, to the right of the remainder.
- Our current partial dividend is now -218.

5. Now, we divide 42 by -218. Since -218 is greater in absolute value than 42, we cannot divide them without exceeding. Therefore, the quotient stops here.

Based on this long division process, the correct first digit of the quotient is 1, not 4. Emma's mistake was overestimating the first digit, resulting in an incorrect estimation of the quotient.

the answer is your mom

your mom is so ugly that when she look at the mirror the mirror cracked into many pieces