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Where can I find CC PAM 145-4, ROTC civil conviction waiver affidavit?

You will need to check the appropriate box on a Cadet Action Request form, the official name of which is ROTC Cadet Command Form 131-R.The necessary document can be found at the link noted below:http://www.rotc.armstrong.edu/Documents/Scholarship%20Misc%20Forms/ROTC%20Cdt%20Cmd%20Fm%20131-R,%20Nov%2099.pdfI hope this information proves to be useful.

What number will come next in the series: 4 , 21, 64, 145, 276?

Let the rewrite the given series as4, 21, 64, 145, 276, PFirst differences between the numbers are as follows:21–4 = 1764–21= 43145–64=81276–145=131P-276= SWe got new series,17, 43, 81, 131, SFirst differences between the numbers are as follows:43–17=2681–43=38131–81= 50S-131 = RAgain, we got new series,26, 38, 50, R38–26=1250–38=12R–50= 12 ( by observing the above pattern)R= 62Therefore, S = 131+R = 131+62 = 193And P = S+276 = 193+276 = 469Therefore, the missing number is 469.Option (c)

What is x:39,481÷x=131R181 (R stands for remainder)?

x={300}PREMISESy=(39,481/x=131 R.181)CALCULATIONSy=(39,481/x=131 R.181)(131x)+R.181=39,481(131x)+(R.181-181)=39,481-R.181131x+0=39,481-R.181131x=39,300(131x)/131=39,300/131x=300PROOFIf x=300, then the equations39,481/x=131 R.18139,481/300=131 R.181131 181/300=131 181/300 and131 R.181=131 R.181 prove the root (zero) x=300 of the expression 39,481/x=131 R.181C.H.

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