If dydx=7x6\frac{dy}{dx} = 7x^6dxdy=7x6, find the particular solution given y(1)=2y(1) = 2y(1)=2.
y=x7+1y = x^7 + 1y=x7+1
y=7x7−5y = 7x^7 - 5y=7x7−5
y=x7+2y = x^7 + 2y=x7+2
y=x6+1y = x^6 + 1y=x6+1