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SOLVED: Suppose that one solution Y1 of the homogeneous second-order linear differential equation y' p(x)y' q(x)y = 0 is known (on an interval where p and q are continuous functions). The method of reduction of order consists of substituting Y2 (x) = v(x)y1 and attempting to determine the function V(x) so that y2(x) is a second linearly independent solution of the above differential equation. After substituting y=v(x)y1 in the above differential equation, use the fact that Y1 (x) is a soluti

SOLVED: Suppose that one solution Y1 of the homogeneous second-order linear differential equation y' p(x)y' q(x)y = 0 is known (on an interval where p and q are continuous functions). The method of reduction of order consists of substituting Y2 (x) = v(x)y1 and attempting to determine the function V(x) so that y2(x) is a second linearly independent solution of the above differential equation. After substituting y=v(x)y1 in the above differential equation, use the fact that Y1 (x) is a soluti

2021年10月17日

Greatest height differential of a married couple (different sexes/ taller woman) ❤️ 86.36 cm (2 ft 9 in) - Larry McDonnell and Jessica Burns-McDonnell 🇺🇸 Jessica is 177.8 cm (5 ft 10 in) and Larry, who has diastrophic dwarfism, stands at 91.44 cm (3 ft), although Jessica cheekily jokes that Larry is only 3 ft tall “when he’s laying down”. The couple recently appeared on our Italian TV show Lo Show Dei Record. | Guinness World Records

Greatest height differential of a married couple (different sexes/ taller woman) ❤️ 86.36 cm (2 ft 9 in) - Larry McDonnell and Jessica Burns-McDonnell 🇺🇸 Jessica is 177.8 cm (5 ft 10 in) and Larry, who has diastrophic dwarfism, stands at 91.44 cm (3 ft), although Jessica cheekily jokes that Larry is only 3 ft tall “when he’s laying down”. The couple recently appeared on our Italian TV show Lo Show Dei Record. | Guinness World Records

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Presentation, workshop and lecture with woman coaching, teaching or speaking to audience of design strategy. Infographic, education and black woman professor on college, university or class projector

Presentation, workshop and lecture with woman coaching, teaching or speaking to audience of design strategy. Infographic, education and black woman professor on college, university or class projector

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A 30 -year-old woman accepts an engineering position with a starting salary of 30,000 per year. Her salary S(t) increases exponentially, with S(t)=30 e^t / 20 thousand dollars after t years. Meanwhile, 12 % of her salary is deposited continuously in a retirement account, which accumulates interest at a continuous annual rate of 6 %. (a) Estimate ΔA in terms of Δt to derive the differential equation satisfied by the amount A(t) in her retirement account after t years. (b) Compute A(40), the amou

A 30 -year-old woman accepts an engineering position with a starting salary of 30,000 per year. Her salary S(t) increases exponentially, with S(t)=30 e^t / 20 thousand dollars after t years. Meanwhile, 12 % of her salary is deposited continuously in a retirement account, which accumulates interest at a continuous annual rate of 6 %. (a) Estimate ΔA in terms of Δt to derive the differential equation satisfied by the amount A(t) in her retirement account after t years. (b) Compute A(40), the amou

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