Answer :
To solve the division problem [tex]\(8 \longdiv { 6288 }\)[/tex], we need to determine how many times 8 can go into the first part of the number, which is 62.
Here’s how you approach this:
1. Look at the first two digits: We start by seeing how many times 8 fits into 62.
2. Estimate the quotient: If you multiply 8 by 7, you get 56, which is close to 62 but still less than it. If you multiply 8 by 8, you get 64, which is more than 62. Therefore, 8 goes into 62 approximately 7 times.
3. Subtract the product: Multiply 8 by 7, which is 56, and subtract that from 62. This leaves you with a remainder to work with, but the main focus here is that the first step is about figuring out that 8 divides into 62 a total of 7 times.
So, the first step is to determine that 8 goes into 62 seven times.
Here’s how you approach this:
1. Look at the first two digits: We start by seeing how many times 8 fits into 62.
2. Estimate the quotient: If you multiply 8 by 7, you get 56, which is close to 62 but still less than it. If you multiply 8 by 8, you get 64, which is more than 62. Therefore, 8 goes into 62 approximately 7 times.
3. Subtract the product: Multiply 8 by 7, which is 56, and subtract that from 62. This leaves you with a remainder to work with, but the main focus here is that the first step is about figuring out that 8 divides into 62 a total of 7 times.
So, the first step is to determine that 8 goes into 62 seven times.
