DIRECTIONS: 1. using triple integration, the first integral should have at least one limit with variables. 2. Show that

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Directions 1 Using Triple Integration The First Integral Should Have At Least One Limit With Variables 2 Show That 1 (47.77 KiB) Viewed 37 times

DIRECTIONS: 1. using triple integration, the first integral should have at least one limit with variables. 2. Show that Green's theorem is a Find the angle between two lines using dot product. The two lines should not pass through zero. 3. Discuss a practical application of the cross product (vectors). 4. Find the derivative of the product between a scalar function and a vector function using the product formula 5. Find the volume of an irregular solid special case of Stoke's theorem. Use Stoke's theorem to solve four application based problems. 6. Determine the work done (line integral) in a close path using two methods. The path should contain a curve and a line. The line should not pass through (0.0). The first method should IF