Show that the curve $ y = 2e^x + 3x + 5x^3 $ has no tangent line with slope 2.
Hey, it's Claire. So when you're in here so our first gonna find the derivative in terms of X, we get to eat the X Plus three plus 15 X Square. Now he's stuck this equal to two. Since we're solving for a slope of two. When we see that there's no, um, solution, since the smallest the function can ever be is why is equal to three?