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Question 153
If ∫04f(x) dx=5 and ∫04g(x) dx=2, find the value of ∫04f(x) g(x) dx. \int _ { 0 } ^ { 4 } f ( x ) d x = 5 \text { and } \int _ { 0 } ^ { 4 } g ( x ) d x = 2 \text {, find the value of } \int _ { 0 } ^ { 4 } f ( x ) g ( x ) d x \text {. }∫04f(x) dx=5 and ∫04g(x) dx=2, find the value of ∫04f(x) g(x) dx.
A) 10B) 6C) 1D) 8E) 4F) 3G) 2H) Cannot be determined
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Q155: If Q156: Use the definition of the definiteQ157: (a) If Q158: Let f (x) =
Q156: Use the definition of the definite
Q157: (a) If Q158: Let f (x) =
Q158: Let f (x) =
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