The problem has two related parts
1) let a be an arbitrary real number. Find the distance between the point (1,2) and the point (4,a). (answer should be an algebraic expression in terms of a).
2) find the value of b for which the point (0,b) is equidistant from (4,4) and (5,-4) (hint: find two different distances and set those distances equal
2 answers
how are we suppose to help you without a graph
there is not graph provided
1 answer