Can we use the intermediate value theorem to say that the equation g of x is equal to 3 4ths has a solution where one is less than or equal to x is less than or equal to two? If so, write a justification. All right, so first let's look at the interval. If we're thinking about the interval from one to two, well, yeah, our function is going to be continuous over that interval. So we could say g of x is continuous, is continuous on the closed interval from one to two. And if you wanted to put more justification there, you could say g defined, defined for all real numbers, real numbers, such that x does not equal zero, x does not equal zero. I could write g of x defined for all real numbers such that x does not equal to zero.