The first step in computing the area of regions using the limit definition is to write the given as the limit of Riemann Sum. What would be the equivalent limit of Riemann Sum expression for this problem? Find the area bounded by f(x) = 2x² in the interval [4,9]. Select one: O a. lim O b. lim O c. lim O d. lim Σ(4 + 5)² - 50 n i=1 FL Σ9(4 + 5)² + 5 1-1 21 5i Σ2 (2 + 1¹² n 5 SIG Σ2 (4 + 5/1 49:

Calculus: Early Transcendentals
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Chapter1: Functions And Models
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The first step in computing the area of regions using the limit definition is to write the
given as the limit of Riemann Sum. What would be the equivalent limit of Riemann
Sum expression for this problem?
Find the area bounded by f(x) = 2x2 in the interval [4,9).
Select one:
a. lim
O b. lim
O c. lim
71
Σ
i=1
1-1
5i
5
(4 + 5/5)² - 1/2
n
[9(4+
5i
7/²4+5
22
Σ
[2(2+
n
5i 5
n
ܙ ܒ
n
51
2(4 + :-)² n
Transcribed Image Text:The first step in computing the area of regions using the limit definition is to write the given as the limit of Riemann Sum. What would be the equivalent limit of Riemann Sum expression for this problem? Find the area bounded by f(x) = 2x2 in the interval [4,9). Select one: a. lim O b. lim O c. lim 71 Σ i=1 1-1 5i 5 (4 + 5/5)² - 1/2 n [9(4+ 5i 7/²4+5 22 Σ [2(2+ n 5i 5 n ܙ ܒ n 51 2(4 + :-)² n
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