Please solve the question clearly so I can read your handwriting. Thanks,
Consider the function representing the temperature field
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Please solve the question clearly so I can read your
handwriting. Thanks,
Consider the function representing...
Consider the following function 6 f(x, y,z)=z - x? cos(my) + xy? (i) Find the gradient...
Consider the following function 6 f(x, y,z)=z - x? cos(my) + xy? (i) Find the gradient of the function f(x, y, z) at the point P,(2,-1,-7). (ii) Find the directional derivative of f(x, y, z) at P,(2,-1,-7) along the direction of the vector ū = 2î+j+2k. (iii) Find the equation of the tangent plane to the surface given below at the point P,(2,-1, -7). 6 :- xcos(ty) + = 0 xy
(20p) The temperature function T(x,y) is defined as T(x,y) = cos(-) at a specified location. Here...
(20p) The temperature function T(x,y) is defined as T(x,y) = cos(-) at a specified location. Here x denotes the north direction and y denotes the east direction. So that Tx is the rate of change of the temperature with respect to distance if we travel north direction and Ty is the rate of change of the temperature with respect to distance if we travel east direction. Find the rate of change of temperature at the point ( 1) when we...
Previous Problem Problem List Next Problem f(x, y) (1 point) Consider the function f(x, y) =...
Previous Problem Problem List Next Problem f(x, y) (1 point) Consider the function f(x, y) = (e* - 5x) sin(y). Suppose S is the surface z (a) Find a vector which is perpendicular to the level curve of f through the point (5,4) in the direction in which f decreases most rapidly. vector -(eA5-5)sin(4)i+-(e^5-5(5)cos(4)j (b) Suppose above (5,4). What is a? 2i 8jak is a vector in 3-space which is tangent to the surface S at the point P lying...
I need help with both question please!! thanks t fheid (In T) due to a 0.2...
I need help with both question please!! thanks
t fheid (In T) due to a 0.2 mm 8 (a) point A (b) point a L0 eBook 129.1 WA.006 right, the +y direction point up, and the +z direction point out magnitude and direction of the magnetic field at the point P which is at the center of the arc. (Let the +x drection point to the direction B and directlon of the magnetic fleld at the point P which is...
Please answer me clearly so I can read well BSP2014 Tutorial 2 1. Check whether the...
Please answer me clearly so I can read well
BSP2014 Tutorial 2 1. Check whether the given function can serve as the probability mass function(p.m.f.) of a random variable 2forx-1,2, 3,4, 5 ii) Ax)for-0,1,2, 3,4 2. A random variable X has the following probability distribution. 0.1 2k 0.3 i)Find k ii)Evaluate PX2 and P-2X2) iii) Find the CDF of X 3. If X has the cumulative distribution function, CDF Fix) = I/2 , 1 xc3 x25 Find a) PXS 3)...
Question 8 (15 marks) Consider the function f: R2 R2 given by 1 (, y)(0,0) f(r,y) (a) Consider the surface z f(x, y). (...
Question 8 (15 marks) Consider the function f: R2 R2 given by 1 (, y)(0,0) f(r,y) (a) Consider the surface z f(x, y). (i Determine the level curves for the surface when z on the same diagram in the r-y plane. 1 and 2, Sketch the level curves (i) Determine the cross-sectional curves of the surface in the r-z plane and in the y- plane. Sketch the two cross-sectional curves (iii) Sketch the surface. (b) For the point (r, y)...
Pls explain to me step by step. pls write clearly and dont skip any steps. i will rate ur answer ...
pls explain to me step by
step. pls write clearly and dont skip any steps. i will rate ur
answer immediately. thanks.
A metric space is a set M together with a distance function p(x, y) "distance" between elements a and y of the set M. The distance function must satisfy that represents the (i) f (x,y) 0 and p(z, y)--0 if and only if x y; (ii) ρ(z,y)=ρ(y,x); (iii) ρ(z, y) ρ(z, z) + ρ(z, y) for all x,...
Please Solove only (a)and (b) Please, Write so that I can recognize 4.20 Consider the system...
Please Solove only (a)and (b)
Please, Write so that I can recognize
4.20 Consider the system depicted in Fig. P4.20(a). The of the input signal is depicted in Fig. P4.20(b). I FT FT z(t) Z(jw) and y(t) Z(ja) and Y(jo) for the following cases: -» Y(j»). Sket (a) w(t) cos(5 mt) and h(t) sin 6 (b) w(t) cos(5mt) and h(t) sin 5 (c) w(t) depicted in Fig. P4.20(c) and h(t) sin2r cos (5 rt X(jw) z(t) x)X hit) w(t) cos...
Can you please solve 3 and 4 with neat handwriting ? Could you explain each step...
Can you please solve 3 and 4 with neat handwriting ?
Could you explain each step so I can understand?
Q3) Using the following data that relates to the formation of vacancy defects in a metallic sample. Determine the following: a) The energy for defect formation in (V) b) The equilibrium number of vacancy defects per cubic meter at 1000 C T°C] Nv/ ml 750 5.7 x 10 1000 ? 1500 5.8 x 1017 Q4) Draw a series of schematics...
Need some step by step helps with these 3 questions. Thanks (a) [4 marks] Given the...
Need some step by step helps
with these 3 questions.
Thanks
(a) [4 marks] Given the scalar function g(x, y, 3)(1-2) sin y+ e cos z calculate v-Vo and find ▽·ν. (b) [4 marks] In what direction from the point P(-1,0,7) and at what rate does function g increase in the quickest way? (c) [4 marks] What is the rate of change of the above function in the direc- tion of vector a = (3,4,0) at point P?
Consider the following function 6 f(x, y,z)=z - x? cos(my) + xy? (i) Find the gradient of the function f(x, y, z) at the point P,(2,-1,-7). (ii) Find the directional derivative of f(x, y, z) at P,(2,-1,-7) along the direction of the vector ū = 2î+j+2k. (iii) Find the equation of the tangent plane to the surface given below at the point P,(2,-1, -7). 6 :- xcos(ty) + = 0 xy
(20p) The temperature function T(x,y) is defined as T(x,y) = cos(-) at a specified location. Here x denotes the north direction and y denotes the east direction. So that Tx is the rate of change of the temperature with respect to distance if we travel north direction and Ty is the rate of change of the temperature with respect to distance if we travel east direction. Find the rate of change of temperature at the point ( 1) when we...
Previous Problem Problem List Next Problem f(x, y) (1 point) Consider the function f(x, y) = (e* - 5x) sin(y). Suppose S is the surface z (a) Find a vector which is perpendicular to the level curve of f through the point (5,4) in the direction in which f decreases most rapidly. vector -(eA5-5)sin(4)i+-(e^5-5(5)cos(4)j (b) Suppose above (5,4). What is a? 2i 8jak is a vector in 3-space which is tangent to the surface S at the point P lying...
I need help with both question please!! thanks
t fheid (In T) due to a 0.2 mm 8 (a) point A (b) point a L0 eBook 129.1 WA.006 right, the +y direction point up, and the +z direction point out magnitude and direction of the magnetic field at the point P which is at the center of the arc. (Let the +x drection point to the direction B and directlon of the magnetic fleld at the point P which is...
Please answer me clearly so I can read well
BSP2014 Tutorial 2 1. Check whether the given function can serve as the probability mass function(p.m.f.) of a random variable 2forx-1,2, 3,4, 5 ii) Ax)for-0,1,2, 3,4 2. A random variable X has the following probability distribution. 0.1 2k 0.3 i)Find k ii)Evaluate PX2 and P-2X2) iii) Find the CDF of X 3. If X has the cumulative distribution function, CDF Fix) = I/2 , 1 xc3 x25 Find a) PXS 3)...
Question 8 (15 marks) Consider the function f: R2 R2 given by 1 (, y)(0,0) f(r,y) (a) Consider the surface z f(x, y). (i Determine the level curves for the surface when z on the same diagram in the r-y plane. 1 and 2, Sketch the level curves (i) Determine the cross-sectional curves of the surface in the r-z plane and in the y- plane. Sketch the two cross-sectional curves (iii) Sketch the surface. (b) For the point (r, y)...
pls explain to me step by
step. pls write clearly and dont skip any steps. i will rate ur
answer immediately. thanks.
A metric space is a set M together with a distance function p(x, y) "distance" between elements a and y of the set M. The distance function must satisfy that represents the (i) f (x,y) 0 and p(z, y)--0 if and only if x y; (ii) ρ(z,y)=ρ(y,x); (iii) ρ(z, y) ρ(z, z) + ρ(z, y) for all x,...
Please Solove only (a)and (b)
Please, Write so that I can recognize
4.20 Consider the system depicted in Fig. P4.20(a). The of the input signal is depicted in Fig. P4.20(b). I FT FT z(t) Z(jw) and y(t) Z(ja) and Y(jo) for the following cases: -» Y(j»). Sket (a) w(t) cos(5 mt) and h(t) sin 6 (b) w(t) cos(5mt) and h(t) sin 5 (c) w(t) depicted in Fig. P4.20(c) and h(t) sin2r cos (5 rt X(jw) z(t) x)X hit) w(t) cos...
Can you please solve 3 and 4 with neat handwriting ?
Could you explain each step so I can understand?
Q3) Using the following data that relates to the formation of vacancy defects in a metallic sample. Determine the following: a) The energy for defect formation in (V) b) The equilibrium number of vacancy defects per cubic meter at 1000 C T°C] Nv/ ml 750 5.7 x 10 1000 ? 1500 5.8 x 1017 Q4) Draw a series of schematics...
Need some step by step helps
with these 3 questions.
Thanks
(a) [4 marks] Given the scalar function g(x, y, 3)(1-2) sin y+ e cos z calculate v-Vo and find ▽·ν. (b) [4 marks] In what direction from the point P(-1,0,7) and at what rate does function g increase in the quickest way? (c) [4 marks] What is the rate of change of the above function in the direc- tion of vector a = (3,4,0) at point P?
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