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Need help findining the dimensions of the graph below. Thank you. (12,-1146) ,(12,46) CYDSS sectron of bowl inner (9...
Need help calculating the amount (volume cm^3) of material used to make the bowl below using shell method integration....
Need help calculating the amount (volume cm^3) of material
used to make the bowl below using shell method integration. Thank
you.
(12,-146) (12,46) Coss sectroM of bowl Inney 94) Outer (-8,0) 8 (8,0) The auter function lay, 132-8 1xl8 The inner fumttion y +4 tx
(12,-146) (12,46) Coss sectroM of bowl Inney 94) Outer (-8,0) 8 (8,0) The auter function lay, 132-8 1xl8 The inner fumttion y +4 tx
I need some help, thank you in advance. 1. For each of the following inner product...
I need some help, thank you in advance.
1. For each of the following inner product spaces V and linear transformations g, find a value of ye V for which g(x) = (1,y), for all z e V. (i) V = P2 (R) with (8,9) = S slog(t) dt and g: VR defined by g(f) = f'(0) + 2f(1). (ii) V = M2x2(C) with the Frobenius inner product, and g :V → C defined by g(A) = tr 1+ 1...
Need help coming up with a set of polynomials that when graphed creates a bowl shape capable of standing up on its o...
Need help coming up with a set of polynomials that when
graphed creates a bowl shape capable of standing up on its own
(flat at the bottom). Any help would be appreciated thank you
something similar to this for example.
Create a bowl shape with polynomials. The bowl must be able to stand up This means that the outer surface will have a maximum at its center and a minimum at some distance from the center. You can use any...
I need some help. thank you. 3. Consider the inner product space V = M2x2(C) with...
I need some help. thank you.
3. Consider the inner product space V = M2x2(C) with the Frobenius inner product, and let T:V V be the linear operator defined by T(A) = A. (i) Compute T* (ii) Determine whether or not there is an orthonormal basis of eigenvectors B for which [T]e is diagonal. If such a basis exists, find one.
I need help with this one, thank you in advance 2. Consider the inner product space...
I need help with this one, thank you in advance
2. Consider the inner product space V = P2(R) with (5.9) = L 109(e) dt, and let T:V – V be the linear operator defined by T(S) = If'(x) + 2%(r) +1. (i) Compute T*(1+1+z?). (ii) Determine whether or not there is an orthonormal basis of eigenvectors B for which Tja is diagonal. If such a basis exists, find one.
7 8 4 5 6 23 -3 -2-1 12-11-10-0 -8-7-6 -5-4 -2 -3 + function that matches the given graph. If needed, you can enter...
7 8 4 5 6 23 -3 -2-1 12-11-10-0 -8-7-6 -5-4 -2 -3 + function that matches the given graph. If needed, you can enter 3.1416... as pi' in your answer, otherwise use at least 3 decimal digits. The curve above is the graph of a sinusoidal function. It goes through the points (-8,0) and (2, 0). Find a sinusoidal Preview f(z)= Get help: Video License
7 8 4 5 6 23 -3 -2-1 12-11-10-0 -8-7-6 -5-4 -2 -3 +...
need help with questions 3 and 4 . thank you (3) Graph the following equation and...
need help with questions 3 and 4 . thank you
(3) Graph the following equation and list at least 4 coordinate points. y = -1x + 2 xls (4) Graph the following equation and list at least 4 coordinate points. x=-79- y2 xly
4. Find the horizontal and vertical asymptotes of the graph of the function. (You need not sketch...
help pls
4. Find the horizontal and vertical asymptotes of the graph of the function. (You need not sketch the graph). * (3 pts) g(t) = t(+1 2t2 -1
4. Find the horizontal and vertical asymptotes of the graph of the function. (You need not sketch the graph). * (3 pts) g(t) = t(+1 2t2 -1
Need help with D, E. Thank you. FIGURE 2.48 1 Gauss' Law and Conductors Problem 2.38...
Need help with D, E. Thank you.
FIGURE 2.48 1 Gauss' Law and Conductors Problem 2.38 of Griffiths (Parts A-C) D) Remove the grounding wire and add a spherical cavity with charge qe and radius S < R/2 inside the inner metal sphere. How do your answers to (A) and (B) change? For (B), find V inside the inner shell, not the center. E) Add an excess charge qd to the outer surface and keep the charged cavity from D)...
I need some help with the question below. Thank you in advance! The addition of hydrofluoric...
I need some help with the question below. Thank you in
advance!
The addition of hydrofluoric acid and to water produces a buffer solution. O A HCI O B NaNO3 O C NaCl O D NaOH O E NaBr
Need help calculating the amount (volume cm^3) of material
used to make the bowl below using shell method integration. Thank
you.
(12,-146) (12,46) Coss sectroM of bowl Inney 94) Outer (-8,0) 8 (8,0) The auter function lay, 132-8 1xl8 The inner fumttion y +4 tx
(12,-146) (12,46) Coss sectroM of bowl Inney 94) Outer (-8,0) 8 (8,0) The auter function lay, 132-8 1xl8 The inner fumttion y +4 tx
I need some help, thank you in advance.
1. For each of the following inner product spaces V and linear transformations g, find a value of ye V for which g(x) = (1,y), for all z e V. (i) V = P2 (R) with (8,9) = S slog(t) dt and g: VR defined by g(f) = f'(0) + 2f(1). (ii) V = M2x2(C) with the Frobenius inner product, and g :V → C defined by g(A) = tr 1+ 1...
Need help coming up with a set of polynomials that when
graphed creates a bowl shape capable of standing up on its own
(flat at the bottom). Any help would be appreciated thank you
something similar to this for example.
Create a bowl shape with polynomials. The bowl must be able to stand up This means that the outer surface will have a maximum at its center and a minimum at some distance from the center. You can use any...
I need some help. thank you.
3. Consider the inner product space V = M2x2(C) with the Frobenius inner product, and let T:V V be the linear operator defined by T(A) = A. (i) Compute T* (ii) Determine whether or not there is an orthonormal basis of eigenvectors B for which [T]e is diagonal. If such a basis exists, find one.
I need help with this one, thank you in advance
2. Consider the inner product space V = P2(R) with (5.9) = L 109(e) dt, and let T:V – V be the linear operator defined by T(S) = If'(x) + 2%(r) +1. (i) Compute T*(1+1+z?). (ii) Determine whether or not there is an orthonormal basis of eigenvectors B for which Tja is diagonal. If such a basis exists, find one.
7 8 4 5 6 23 -3 -2-1 12-11-10-0 -8-7-6 -5-4 -2 -3 + function that matches the given graph. If needed, you can enter 3.1416... as pi' in your answer, otherwise use at least 3 decimal digits. The curve above is the graph of a sinusoidal function. It goes through the points (-8,0) and (2, 0). Find a sinusoidal Preview f(z)= Get help: Video License
7 8 4 5 6 23 -3 -2-1 12-11-10-0 -8-7-6 -5-4 -2 -3 +...
need help with questions 3 and 4 . thank you
(3) Graph the following equation and list at least 4 coordinate points. y = -1x + 2 xls (4) Graph the following equation and list at least 4 coordinate points. x=-79- y2 xly
help pls
4. Find the horizontal and vertical asymptotes of the graph of the function. (You need not sketch the graph). * (3 pts) g(t) = t(+1 2t2 -1
4. Find the horizontal and vertical asymptotes of the graph of the function. (You need not sketch the graph). * (3 pts) g(t) = t(+1 2t2 -1
Need help with D, E. Thank you.
FIGURE 2.48 1 Gauss' Law and Conductors Problem 2.38 of Griffiths (Parts A-C) D) Remove the grounding wire and add a spherical cavity with charge qe and radius S < R/2 inside the inner metal sphere. How do your answers to (A) and (B) change? For (B), find V inside the inner shell, not the center. E) Add an excess charge qd to the outer surface and keep the charged cavity from D)...
I need some help with the question below. Thank you in
advance!
The addition of hydrofluoric acid and to water produces a buffer solution. O A HCI O B NaNO3 O C NaCl O D NaOH O E NaBr
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