Recent content by sg001

  1. S

    Finding the minimas from EM radiation.

    that they are in phase... so x=mλ
  2. S

    Finding the minimas from EM radiation.

    Homework Statement 6. S1 and S2 in the diagram are effective point sources of radiation, excited by the same oscillator. They are coherent and in phase with each other. Placed 4.0 y m apart, they emit equal amounts of power in the form of 1.0 m wavelength electromagnetic waves. (a) Find...
  3. S

    Intensity from the double slit.

    Thanks, sorry it should have been single slit with width 2a... but when I plug in d=a I can't see how that could disappear?
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    Intensity from the double slit.

    Homework Statement Laser light of wavelength λ is incident onto a pair of narrow slits of width a and spacing dWrite down an expression for the intensity as a function of angle of the angle measured from the central axis, θ, in the far-*‐fieldHomework Equations The Attempt at a Solution I...
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    Finding a vector A from given eigen values and eigenvectors

    no, that's the sltn and the exact question they give,,, so how would you approach this type of question then.. rewrite b as a liner combination of the given eigenvalues... then how do you solve for A from here... 2/3[2,1] -1/3[1,-1] = b just so I know if it comes up in my test...
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    Finding a vector A from given eigen values and eigenvectors

    hmm they have the answer of Ab = 1/3[11,1] ? is this correct?
  7. S

    Finding a vector A from given eigen values and eigenvectors

    Homework Statement A matrix A has eigenvectors [2,1] [1,-1] and eigenvalues 2 , -3 respectively. Determine Ab for the vector b = [1,1]. Homework Equations The Attempt at a Solution First I put be as a combination of the two eigenvectors ie 2/3[2,1] -1/3[1,-1] = b...
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    Finding rank and nullity of a linear map.

    yes, so the image cointains the zero value... but I thought the image was the set of all function values except 0, I thought that was the kernal or is it that the kernal is a proper subset of the image?
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    Finding rank and nullity of a linear map.

    but does the image include zero values?
  10. S

    Finding rank and nullity of a linear map.

    Homework Statement let a be the vector [2,3,1] in R3 and let T:R3-->R3 be the map given by T(x) =(ax)a State with reasons, the rank and nullity of THomework Equations The Attempt at a Solution Im having trouble understanding this... I know how to do this with a matrix ie row reduce and no. of...
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    Can't get this array to work-C

    But since I have declared MAX 10 then wouldn't small=[MAX] be really small=[10] , the 10th element? but how is this looking anyway #include <stdio.h> #define MAX 10 int main(int argc, char * argv[]){ int i,small=num[10]; int num[MAX]; printf("Enter up to %d integers:\n",MAX)...
  12. S

    Can't get this array to work-C

    Ok I want to somehow define small as the largest integer in the array. Can I do it like this small=[MAX] ... I'm new to using arrays they seem a little hard to understand;;; but how do I actually 'pick' and use a certain value from an array... so if I had the array{1,3,5,6,2,9}...
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