we have
[tex] 6c = 2p - 10 [/tex]
If c is the independent variable
then
p is the dependent variable
so
clear variable p
[tex] 6c = 2p - 10 [/tex]
Divide by [tex] 2 [/tex] both sides
[tex] 3c = p - 5 [/tex]
Adds [tex] 5 [/tex] both sides
[tex] 3c+5 = p - 5 +5[/tex]
[tex] p=3c+5[/tex]
Write the equation in function notation
[tex] f(c)=3c+5[/tex]
therefore
the answer is
the equation in function notation is equal to [tex] f(c)=3c+5[/tex]