Answer:
When we work with imaginary numbers, we have that
i = √(-1)
then, we have that i*i = √(-1)*√(-1) = -1
An imaginary number is a number of form A + B*i, where A and B are real numbers.
Now, a purely imaginary number is a number of the form B*i, where B is a real number.
Then, if we multiply this number by i, we have that:
B*i*i = B*(-1) = -B
now we have a real number.
The joke is that now you can "reach" a real number.