(x)/(3)+1=(1)/(15)

(x)/(3)+1=(7)/(15)

Solve the equation *(x)/(3)+1=(7)/(15)

(2x)/(3)+1=(7x)/(15)+3

(1)4z+3=6+2z(2)(2x)/(3)+1=(7x)/(15)+3

If f(1)=3,f'(1)=(1)/(3),g(1)=-4,g'(1)=(-8)/(3) then the derivative of sqrt((f(x))^(2)+(g(x))^(2)) w.r.to x at x=1 is a) (-29)/(15) b) (7)/(3) c) (31)/(15) d) (29)/(15)

The equation is true for (12x+1)/(4)=(15x-1)/(5)+(2x-5)/(3x-1)

(2x)/3 + 1 = (7x)/15 + 3

Solve the following pair of the equations: 1/(3x)+1/(5y)=1, 1/(5x)+1/(3y)=17/15