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a) Given that 6 [*g(x)dx=8 i) Find V if Evaluate the following integrals. Volx)dx-4 V= ii) *g(x)dx iii) ³(2x- and = (2x-g(x))dx 6 = g(x)dx= 10

a) Given that 6 [*g(x)dx=8 i) Find V if Evaluate the following integrals. Volx)dx-4 V= ii) *g(x)dx iii) ³(2x- and = (2x-g(x))dx 6 = g(x)dx= 10

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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a) Given that 6 g(x)dx=8 6 i) Find V if Evaluate the following integrals. 0 V= Vg(x) dx = 4 4 ii) g(x)dx iii) So and = b) Solve (2x (2x - g(x))dx 6 g(x) dx = 10 = 3 √₁²³(2x - 1)² dx = [ c) If Q is the number of units of products made (Quantity), then total cost function is C(Q) and marginal cost is C'(Q)= dC/dQ. Find the fixed cost and total cost function if marginal cost is 30² +60 + 11, and it costs $2,000 to produce 10 units. Fixed cost = $ Total cost function :
Transcribed Image Text:a) Given that 6 g(x)dx=8 6 i) Find V if Evaluate the following integrals. 0 V= Vg(x) dx = 4 4 ii) g(x)dx iii) So and = b) Solve (2x (2x - g(x))dx 6 g(x) dx = 10 = 3 √₁²³(2x - 1)² dx = [ c) If Q is the number of units of products made (Quantity), then total cost function is C(Q) and marginal cost is C'(Q)= dC/dQ. Find the fixed cost and total cost function if marginal cost is 30² +60 + 11, and it costs $2,000 to produce 10 units. Fixed cost = $ Total cost function :
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