Question

f(k) = f(i) f(j) = (rs)(r^2) = ____ f(-k) = f(j) f(i) = (r^2)(rs) = ____...

f(k) = f(i) f(j) = (rs)(r^2) = ____

f(-k) = f(j) f(i) = (r^2)(rs) = ____

Are the two the same?

Homework Answers

Answer #1

Hi if you have doubts please comment here I will help you

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Use the helix: r(t)= (bcost)i +(bsint)j +(ct)k , b>0 I only need e and f. I...
Use the helix: r(t)= (bcost)i +(bsint)j +(ct)k , b>0 I only need e and f. I posted another question where only a-d were answered if you want to use that work to answer e and f. thank you a. find the unit tangent vector b. find the principal normal vector c.find the curvature d.find the binormal vector e. Find the tangential component of acceleration. f. find the normal component of acceleration using both formulas, try to verify that they are...
Are the vectors a = i + j − k, b = i − j +...
Are the vectors a = i + j − k, b = i − j + k, and c = i + j + k coplanar?
Use Stoke’s Theorem to evaluate Z C F~ · d~r where F~ = 2y~i+ 6z~j +...
Use Stoke’s Theorem to evaluate Z C F~ · d~r where F~ = 2y~i+ 6z~j + 5x~k and C is the triangle with vertices (corners) at (5, 0, 0), (0, 5, 0), and (0, 0, 5) oriented clockwise when viewed from above
(1 point) If C is the curve given by r(t)=(1+5sint)i+(1+2sin2t)j+(1+3sin3t)k, 0≤t≤π2 and F is the radial...
(1 point) If C is the curve given by r(t)=(1+5sint)i+(1+2sin2t)j+(1+3sin3t)k, 0≤t≤π2 and F is the radial vector field F(x,y,z)=xi+yj+zk, compute the work done by F on a particle moving along C.
Find the curvature of ~r(t) = (t3 −5)~ i + (t4 + 2)~ j + (2t...
Find the curvature of ~r(t) = (t3 −5)~ i + (t4 + 2)~ j + (2t + 3)~ k at the point P(−6,3,1)?
Force F= (2.84 i - 1.39 k)N acts on a pebble with position vector r= (6.54...
Force F= (2.84 i - 1.39 k)N acts on a pebble with position vector r= (6.54 j - 1.60 k)m , relative to the origin. What is the resulting torque acting on the pebble about (a) the origin and (b) a point with coordinates (4.96 m, 0, -1.43 m)?
CountingSort(A, B, k) for i=1 to k C[i]= 0; for j=1 to n C[A[j]] += 1;...
CountingSort(A, B, k) for i=1 to k C[i]= 0; for j=1 to n C[A[j]] += 1; for i=2 to k C[i] = C[i] + C[i-1]; for j=n downto 1 B[C[A[j]]] = A[j]; C[A[j]] -= 1; illustrate the operation of COUNTING-SORT on the array A = {6,0,2,0, 1, 3, 5, 6, 1, 3, 2}. Specifically, show the four arrays A, B, C, and C'.
1. Consider three vectors: ( 8 marks) C i j k B i j k A...
1. Consider three vectors: ( 8 marks) C i j k B i j k A i j k 0ˆ 3 ˆ 5 ˆ 2ˆ 7 ˆ 1ˆ 4ˆ 6 ˆ 2 ˆ = + + = + − = + − ! ! ! 1.1 Evaluate D= 2A+B? (2 marks) 1.2 Evaluate 2A•(-­‐B) (2 marks) 1.3 Find the angle between D and 2C using cross product method (4 marks
The Fibonacci series is given by; F0=0, F1=1,F2=1, F3=2,F4=3,…F(i)=F(i-1)+F(i-2) Given that r^2=r+1. Show that F(i) ≥...
The Fibonacci series is given by; F0=0, F1=1,F2=1, F3=2,F4=3,…F(i)=F(i-1)+F(i-2) Given that r^2=r+1. Show that F(i) ≥ r^{n-2}, where F(i) is the i th element in the Fibonacci sequence
What is the vector product of A = 4 (i) - 3 (j) - 5 (k)...
What is the vector product of A = 4 (i) - 3 (j) - 5 (k) and B = 5 (i) - 4 (j) + 2 (k)? 22 9 (i) - 7 (j) - 3 (k) 14 (i) - 17 (j) - 1 (k) -26 (i) - 33 (j) - 1 (k) 20 (i) + 12 (j) - 10 (k))
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT