Explain why estimating before you divide 624/6 =helps you place the first digit in the quotient.

It gives an idea that’s similar to the correct answer I think

Because it helps it makes things easier for me it is nice to have something roll off my back

Find the quotient 624/6

Estimating before dividing helps you place the first digit in the quotient because it gives you a general idea of what the answer will be. By making an estimate, you can quickly determine whether the answer will be in the tens, hundreds, or thousands place, allowing you to place the first digit correctly.

To estimate before dividing 624 by 6, you can round both numbers to the nearest ten or hundred. Let's round 624 to the nearest ten, which is 620, and 6 to the nearest ten, which is 10. Now, divide 620 by 10 to get a quick estimate.

The estimated quotient is 62, as dividing 620 by 10 gives us 62. This means the actual quotient will be close to 62.

Now, if we divide the actual values, 624 divided by 6 equals 104. The actual quotient is slightly more than the estimated quotient, but they are still in the same ballpark. This tells us that the first digit of the quotient should be 1, as it is for both the estimated and actual quotient.

So, when you estimate before dividing, it helps you to place the first digit in the quotient correctly by giving you a rough idea of what the final answer will be.

6 goes into 6.

I don't know tell me

this is not explanation

explain why estimating before you divide 624 divide 6 helps you place the first digit in the quotient.

Explain how estimating the quotient helps you place the first digit in the quotient of a division problem