For a complex number $z,$ find the minimum value of \[|z - 3|^2 + |z - 5 + 2i|^2 + |z - 1 + i|^2.\]

Write the following as a base and exponent

Ateam has p points. p = 3w + d w = wins d = draws a) a football team has 5 wins and 3 draws. how many points does the team have?

For the chance to be team captain, the numbers 1-30 are put in a hat and you get two chances to pick a number, without replacement. which formula correctly shows how to find the probability that you choose the number 1 and then 2?