" (e) "6x=12

[" The solution of equation "],[log((dy)/(dx))=9x-6y+6;" given that "],[y(0)=1" is "],[[" (1) "4e^(6y)=3e^(9x+6)+e^(6)," ( ) "],[" (2) "3e^(6y)=4e^(9x+6)-e^(6)," 3e "6y=2e^(9x+6)+e^(6)],[" (4) "2e^(6y)=3e^(9x+6)-e^(6)]]

The value of x in the equation 6x = 12 is :

solve 6x+18=8x+12

Solve the equation. 6x=12

Factorise: 9x ^(3)- 6x ^(2)+ 12x

int(x^(2))/(x^(2)+6x+12)dx