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Integration by Substitution and the General Power Rule

Integration by Substitution and the General Power Rule. 1. Find the indefinite integral. (Similar to p.329 #10-34). 2. Find the indefinite integral. (Similar to p.329 #10-34). 3. Find the indefinite integral. (Similar to p.329 #10-34).

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Integration by Substitution and the General Power Rule

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  1. Integration by Substitution and the General Power Rule

  2. 1. Find the indefinite integral.(Similar to p.329 #10-34)

  3. 2. Find the indefinite integral.(Similar to p.329 #10-34)

  4. 3. Find the indefinite integral.(Similar to p.329 #10-34)

  5. 4. Find the indefinite integral.(Similar to p.329 #10-34)

  6. 5. Find the indefinite integral.(Similar to p.329 #10-34)

  7. 6. Find the indefinite integral.(Similar to p.329 #10-34)

  8. 7. Find the indefinite integral.(Similar to p.329 #10-34)

  9. 8. Find the indefinite integral.(Similar to p.329 #10-34)

  10. 9. Find the indefinite integral.(Similar to p.329 #10-34)

  11. 10. Find the indefinite integral.(Similar to p.329 #10-34)

  12. 11. Find the indefinite integral.(Similar to p.329 #35-42)

  13. 12. (a) Use the marginal propensity to consume, dQ/dx, to write Q as a function of x, where x is the income (in dollars) and Q is the income consumed (in dollars). Assume that families who have annual incomes of $25,000 or less consume 100% of their income (b) Use the result of part (a) and a spreadsheet to complete the table showing the income consumed and the income saved, x – Q, for various incomes(Similar to p.329 #35-42)

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