1. Consider the region R graphed below. R is one quarter of a circle with radius 1. Figure 1 Region R. For double integral JJ f (x, y) dxdy over the region R, find the upper and lower bounds of the limits if we want to write this double integral in the form of I S f(x, y)dxdy. This form requires you to integrate over x first then over y. 2. Evaluate the double integral JU, (x + 2y)dxdy, where the region R is the region described in Figure 1