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13 Nov 2019
h) What does it mean that a definite integral can be interpreted as a net area? i) Write down the formula for the sum of the first n terms, the sum of squares of the first n terms, and the sum of cubes of the first n terms. (Note that you do not have to memorize these formulas). (j) Consider the function f(z) = 3r-13 on the interval [0.2]. In terms of a limit via Theorem 4, write down an expression for the area under the graph of f(x) from 0 to 2. (Hint: See Example 2b in Section 4.2) (k) Consider the function f(x) 3r - on the interval [0.2). Evaluate the limit written directly above. You might need a lot of space so the next page is blank. (Hint: See Example 2b in Section 4.2)
h) What does it mean that a definite integral can be interpreted as a net area? i) Write down the formula for the sum of the first n terms, the sum of squares of the first n terms, and the sum of cubes of the first n terms. (Note that you do not have to memorize these formulas). (j) Consider the function f(z) = 3r-13 on the interval [0.2]. In terms of a limit via Theorem 4, write down an expression for the area under the graph of f(x) from 0 to 2. (Hint: See Example 2b in Section 4.2) (k) Consider the function f(x) 3r - on the interval [0.2). Evaluate the limit written directly above. You might need a lot of space so the next page is blank. (Hint: See Example 2b in Section 4.2)
Casey DurganLv2
9 Jun 2019