I need the answer as soon as possible he • (D'+ D)y(x)=x³The general solutionto the equationy(x) = -G, cos(x) +c, sin(x)-x* + 3x² +c, -i4y(x) =-q, cos(x)+c, sin(x)+x* – 3x²+q -+y(x) = c, cos(x)+cz sin(x) – x* – 3x² +c, -eso much

find complementary and particular solution to find the general solution.

Answered: he • (D'+D)y(x) =x The general solution…

Calculus: Early Transcendentals

8th Edition

ISBN:9781285741550

Author:James Stewart

Publisher:James Stewart

Chapter1: Functions And Models

Section: Chapter Questions

Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...

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Let H(t) be the cost of heating a building in dollars per hour when the outside temperature is t degrees. (a) What are the units of H'(t) ? -Select- (b) What does the statement H'(32) = -3.60 tell us?. O The cost of heating a building will decrease by approximately $3.60 when the outside temperature increases. O When the outside temperature is 32 degrees, the total cost of heating a building decreases by approximately $3.60. O When the outside temperature increases by 32 degrees, the cost of heating a building will decrease by approximately $3.60 per hour. O The cost of heating a building will be approximately $3.60 per hour more when the outside temperature is 33 degrees instead of 32 degrees. O The cost of heating a building will be approximately $3.60 per hour less when the outside temperature is 33 degrees instead of 32 degrees. (c) If we know that H(32) 14 and H'(32) = -3.60 find the equation of the tangent line to H(t) at t= 32. Use y for the dependent variable and t for the…
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how can i answer this?
Please help me Note: a=5, b=9, c=7, e=1

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he • (D'+D)y(x) =x The general solution to the equation y(x) =-G cos(x)+c, sin(x)-x* + 3x² +q 4 y(x) =-G cos(x)+c, sin(x)+x* - 3x² +g -- 4 y(x) = c; cos(x)+c, sin(x) – x* – 3x² +c, -c 4 so much