(a.) Light of wavelength 5.5 × 10-7m falls on a single silt of width 0.15mm. A screen is placed 1.2m beyond the slit.
(i.) Name the phenomenon that occurs.
(ii) Sketch a graph showing the light pattern observed on the screen.
(iii.) Calculate the width of the central fringe.
(I). The phenomenon is diffraction.
(II).
(III).
"Width\\:of\\:central\\:fringe\\left(Y_m\\right)"
"=\\frac{Order\\:of\\:maximum\\left(m\\right)\\times Wavelength\\left(\\lambda \\right)\\times distance\\:from\\:slit\\left(L\\right)}{Width\\:of\\:the\\:slit\\left(D\\right)}"
"=\\frac{m\\lambda L}{D}"
"=\\frac{\\left(1x5.5x10^{-7}x1.2\\right)}{\\left(0.15x10^{-3}\\right)}"
"=4.4x10^{-3}m"
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