Find the anti-derivative of g(x) = 2*, which contains the point (0, 2.44). ⒸG(x) = -2 O G(x) = 2 O G(x) = - 1 O G(x) = In 2 =12+1 5 6 7 8 9 10 11 12 1
Find the anti-derivative of g(x) = 2*, which contains the point (0, 2.44). ⒸG(x) = -2 O G(x) = 2 O G(x) = - 1 O G(x) = In 2 =12+1 5 6 7 8 9 10 11 12 1
Chapter9: Sequences, Probability And Counting Theory
Section: Chapter Questions
Problem 3PT: Is the sequence 0.3,1.2,2.1,3,... arithmetic? If sofind the common difference.
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6.01 Semester Test: Calculus
SEMESTER TEST:
Calculus
Given, sin(y) dy, which of the following statements is true?
Of sin(y) dy = cos(y) + C is the only particular solution for the antiderivative.
Of sin(y) dy = cos(y) + C is the general solution for the antiderivative.
Of sin(y) dy = cos(y) + C is the particular solution for the antiderivative.
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6.01 Semester Test: Calculus
SEMESTER TEST:
Calculus
Find the anti-derivative of g(x) = 2*, which contains the point (0, 2.44).
2™
G(x) = -1/2
In
2™
O
○ G(x) = In 2
2*
O
○ G(x) = n2
-1
○ G(x) = 12 +1
In
5
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