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    Calculus A Complete Course
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    Exam 6: Integration
  5. Question
    Given That = , Find the Area Under
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Given That = , Find the Area Under

Question 46

Question 46

Multiple Choice

Given that Given that   =   , find the area under y =   and above the interval [0, a] on the x-axis (where a > 0 )  by interpreting the area as a limit of a suitable sum. A)    square units B)    square units C)    square units D)    square units E)    square units = Given that   =   , find the area under y =   and above the interval [0, a] on the x-axis (where a > 0 )  by interpreting the area as a limit of a suitable sum. A)    square units B)    square units C)    square units D)    square units E)    square units , find the area under y = Given that   =   , find the area under y =   and above the interval [0, a] on the x-axis (where a > 0 )  by interpreting the area as a limit of a suitable sum. A)    square units B)    square units C)    square units D)    square units E)    square units and above the interval [0, a] on the x-axis (where a > 0 ) by interpreting the area as a limit of a suitable sum.


A) Given that   =   , find the area under y =   and above the interval [0, a] on the x-axis (where a > 0 )  by interpreting the area as a limit of a suitable sum. A)    square units B)    square units C)    square units D)    square units E)    square units square units
B) Given that   =   , find the area under y =   and above the interval [0, a] on the x-axis (where a > 0 )  by interpreting the area as a limit of a suitable sum. A)    square units B)    square units C)    square units D)    square units E)    square units square units
C) Given that   =   , find the area under y =   and above the interval [0, a] on the x-axis (where a > 0 )  by interpreting the area as a limit of a suitable sum. A)    square units B)    square units C)    square units D)    square units E)    square units square units
D) Given that   =   , find the area under y =   and above the interval [0, a] on the x-axis (where a > 0 )  by interpreting the area as a limit of a suitable sum. A)    square units B)    square units C)    square units D)    square units E)    square units square units
E) Given that   =   , find the area under y =   and above the interval [0, a] on the x-axis (where a > 0 )  by interpreting the area as a limit of a suitable sum. A)    square units B)    square units C)    square units D)    square units E)    square units square units

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