Given a set s of n numbers, x1, x2, . . xn, and an integer k, 1 ≤ k ≤ n, design an algorithm to find y1, y2 . . yk−1 (yi ∈ s and yi ≤ yi+1) such that they induce partitions of s of roughly equal size. namely, let si = {xj |yi−1 ≤ xj ≤ yi} be the i − th partition and assume y0 = −∞ and yk = ∞. the number of elements in si is bn/kc or bn/kc + 1.
note: if k = 2 then it suffices to find the median.

i would first let him be aware that a cover letter is official and confidential and it requires a proper formatting so that the employer doesn't have hard time when going through it. he should write it in paragraphs of about two to four sentences and use proper grammar a , spelling and proper punctuation. i will also advice him not to be emotional and not also to use images.then base his attention to the details of the job described and not other things. that is he be specific to the responsibilities and to the employers requirements. on this he should make sure that the letter reflects how good he is for the requirements detailed by the employer

the letter should not be too long nor too short.