Suppose there is a test for checking the presence of skin cancer. When cancer is presentr the test is positive 98.5% of the time and negative the other 1.5%. When cancer is not present, the test is positive 3% of the time. and negative the other BEE. Furthermore, the proloaloilitj.r of having cancer is [1.8%. If someone receives the test and the result is positive, what is the probabilityr that they have cancer