Consider the following relative intensity graph for a double-slit experiment. The wavelength of the light used was \( \lambda = 633 \, \text{nm} \).**Graph Explanation:**- The graph plots "Relative Intensity" on the y-axis and "θ (radians)" on the x-axis.- The x-axis ranges from \(-0.15\) to \(0.15\) radians, with labels at intervals of \(0.01\) radians.- The y-axis ranges from \(0\) to \(1\).There are several peaks visible in the graph, indicating areas of maximum intensity. The peaks are approximately \(0.01\) radians apart. However, there are missing maxima at \(θ = 0.05\) radians and \(θ = 0.10\) radians.**Instructions:**Determine the width of the slits and the distance between the slits. Clearly indicate which features of the graph you are using to make your determination.You may have already noticed that the maxima are approximately \(0.01\) radians apart, except for the missing maxima at \(θ = 0.05\) radians and \(θ = 0.10\) radians. How can you account for these "missing" maxima? (Hint: Consider how the relative intensity graph would be different if the width of the slits were decreased.)

The angular positions of maxima in double slit experiment is d sinθ=mλ…

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