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Chapter 10, Section 10.1, Qucstion 026 Uslng the figure below, estimate the following:Round Yqur answersdecimd place(2) f (g(2)) = (5) 8U (2)) = (c} f € () = (0) %(x( =
Chapter 10, Section 10.1, Qucstion 026 Uslng the figure below, estimate the following: Round Yqur answers decimd place (2) f (g(2)) = (5) 8U (2)) = (c} f € () = (0) %(x( =...
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A prokaryote converts food energy to ATP on/in its:a. chromosome.b. flagella.c. ribosomes.d. cell wall.e. plasma membrane.
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Let Fesd) = 47"-9, x(u,v) -ulv Sinu 9Cu,v) = 4v and Let $ Cu,v) = F (x (ut,v) , 9 (Uv)) Usig Chain retle. Finsl 4h pparial derVative s 39 and 09 a( *=l Ou
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A pyramid has height $h$ and a square base with side $x .$ The volume of a pyramid is $V= rac{1}{3} x^{2} h$. If the height remains fixed and the side of the base is decreasing by 0.002 meter/yr, at what rate is the volume decreasing when the height is 120 meters and the width is 150 meters?
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[7/6.66 Points]DETAILSOSCOLALG 27.30o_Jnstier Fusing interval notation: (If tha solution set ts emptyi Gnkez AAPgr Da} inequallty: Express vour answer using inequalily signs and then write youI Solve the compound -8 <5* + 2 <15Additional Materials
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3. The newly discovered element Surranium, atomic number 117,has 3 isotopes: 45.5% have a mass of 300.56 amu; 29,5% have a mass of 295.58 amu while the remainder have _ mass 0f 302.50 amu Calculate the average atomic mass of Surranium: (3 marks)
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Energy 1 1 1 1
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When a small amount of strong base is added to the following buffer solution_HNO2 (aq) + Hz0 ()NOz (aq) + HzOt (aq)Estimated time to complete question: 1 3 minutesa) the concentration of nitrous acid goes downb) there is no change in concentrationsthe concentration of nitrous acid goes upthe concentration of nitrite goes down
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What is a Lactone?B. Draw structure of the following4-Hydroxybutanoic acid4-Butanolide (v-Butyrolactone)
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Problem (8+4+13)(a) Derive the eigenvalues and normalized eigenfunctions of the SLBV problem L[y]-=~y" = 1y,Y(0)+ Y(0) = 0,y(t) = 0,0 <x<t (b) Is 2 = Oan eigenvalue? Explain. Using the eigenvalues and eigenfunctions of (a), solve the nonhomogeneous SLDE L[y]=-y" = 3y+e",y(0) + y(0) =0,y(t) =0,0<<t
Problem (8+4+13) (a) Derive the eigenvalues and normalized eigenfunctions of the SLBV problem L[y]-=~y" = 1y,Y(0)+ Y(0) = 0,y(t) = 0,0 <x<t (b) Is 2 = Oan eigenvalue? Explain. Using the eigenvalues and eigenfunctions of (a), solve the nonhomogeneous SLDE L[y]=-y" = 3y+e",y(0) + ...

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