Morgy, this is the solution:
Point P = (-2, -1)
Point Q = (2, 4)
Let's use the formula to calculate the distance, this way:
d = √(2 - -2)² + (4 - -1)²
d = √4² + 5²
d = √16 + 25
d = √41
d = 6.403
In consequence, the lenght of PQ is 6.403 units
3.4m questions
4.4m answers