MATH 1220 Convergence Tests for Series (with key examples)
Understand the statement of Fubini's Theorem (Examples 5 and 6). Know the geometrical interpretation of the double integral of f (x, y) over a region R (signed volume of the solid between the graph of f and the region R) (Example 7, ww 2, 9). Understand that the integral of 1 over a region R gives the area of R. ................
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