Answer:
For total population (including male and female)
[tex]73[/tex] per [tex]100,000[/tex] population
For male population only
[tex]148[/tex] per [tex]100,000[/tex] male population
Explanation:
Here, out of [tex]13,963,753[/tex] males and [tex]14,272,325[/tex] females, number of people having prostate cancer is equal to [tex]20,734[/tex]
Total population is equal to
[tex]13,963,753 + 14,272, 325\\= 28,236,078[/tex]
Thus, rate of fractional incidence with respect to total population is equal to
[tex]\frac{20,734}{28,236,078}[/tex]
[tex]= 0.0007340878[/tex]
Number of incidence of prostate cancer per [tex]100,000[/tex] people is equal to
[tex]= 0.0007340878 * 100,000\\= 73.40\\=73[/tex]
There will be [tex]73[/tex] incidence per [tex]100,000[/tex] population
In terms of male population only it will be
[tex]\frac{20,734}{13,963,753} * 100,000\\= 148[/tex]
