The number d is not a divisor of the integers 400, 366 and 213
The least possible value of d is 17
<h3>How to determine the least possible value of d</h3>
The numbers are given as:
400, 366 and 213
The divisor is given as: d
Where d > 1
To determine the least possible value of d, we make use of the following Python program, where comments are used to explain each action.
#This iterates from 2 to the smallest number of the three divisors
for d in range(2,213):
#This checks for the common remainder
if(400%d == 366%d) and (400%d == 213%d):
#This prints the value of d, when the smallest remainder of all three integers is determined
print(d)
At the end of the program, the output is 17
Hence, the least possible value of d is 17
Read more about remainders at:
brainly.com/question/25289437
plug in your numbers where 4=x1, 3=y1, 6=x2, and 7=y2
which equals 2