put one digit from {1,0,3,7} in each box to get the correct long division problem
What is the "correct" problem? There is information missing. Please clarify.
0317
put one digit from (1,0,3,7) in each box to get the correct long division problem
How do you get 0317 and where is the box?
To find the correct long division problem, we need to assign one digit from the set {1, 0, 3, 7} to each box. Long division involves dividing a dividend (the number being divided) by a divisor (the number we are dividing by) to get a quotient (the answer). Here are the steps to find the correct long division problem:
Step 1: Set up the long division problem by placing the dividend inside a long division bracket, with the divisor outside the bracket.
Step 2: Assign one digit from the set {1, 0, 3, 7} to each empty box in the long division problem.
Step 3: Perform the division to see if the quotient is correct. If it is not correct, reassign the digits and try again.
Let's go through an example to demonstrate this process:
Suppose we have the following long division problem: _____ ÷ _____
Step 1: Set up the long division problem by placing the dividend and divisor in their respective places: _____ ÷ _____.
Step 2: Assign one digit from the set {1, 0, 3, 7} to each box.
We can assign the digit "1" to the dividend and the digit "7" to the divisor: 1____ ÷ 7____.
Step 3: Perform the division and see if the quotient is correct. Let's say the quotient turns out to be incorrect.
In this case, reassign the digits and try again. You can try different combinations until you find the correct quotient.
For example, let's assign the digit "3" to the dividend and "0" to the divisor: 3____ ÷ 0____.
Perform the division, and if the quotient is still incorrect, continue reassigning digits until you find the correct quotient.
Remember, there may be more than one correct answer, so keep trying until you find a suitable combination that results in the correct quotient.