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Expected demand during lead time =325 units Standard deviation of lead time demand =36 units Use Determine each of the following, assuming that lead time demand is distributed normally: a. The ROP that will provide a risk of stockout of 1 percent during lead time. (Round your answer to the nearest whole number.) b. The safety stock needed to attain a 1 percent risk of stockout during lead time. (Do not round intermediate calculations. Round your answer to the nearest whole number.) \begin{tabular}{|c|c|c|c|c|c|c|c|c|c|c|} \hlinez & .00 & .01 & .02 & .03 & .04 & .05 & .06 & .07 & .08 & .09 \\ \hline 0 & 5000 & 5040 & .5080 & 5120 & .5160 & .5199 & .5239 & 5279 & 5319 & .5359 \\ \hline .1 & 5398 & .5438 & 5478 & 5517 & .5557 & 5596 & .5636 & 5675 & 5714 & .5753 \\ \hline 2 & 5793 & .5832 & 5871 & 5910 & .5948 & .5987 & .6026 & 6064 & 6103 & .6141 \\ \hline 3 & .6179 & .6217 & .6255 & .6293 & .5331 & 5368 & .6406 & .6443 & .6480 & .6517 \\ \hline 4 & .6554 & .6591 & .6628 & .6664 & .5700 & .6736 & 6m2 & 6808 & .6844 & .6879 \\ \hline 5 & .6915 & .6950 & .6985 & 3019 & .7054 & 7088 & .7123 & 7157 & .7190 & .7224 \\ \hline .6 & 7257 & .7291 & .7324 & 7357 & .7369 & 7422 & .7454 & 7486 & .7517 & 7549 \\ \hline .7 & 7580 & .7611 & .7642 & 7673 & nos & n34 & 7764 & 3794 & .7823 & .7852 \\ \hline 8 & 7881 & .7910 & .7939 & 7967 & .7995 & .8023 & 8051 & 8078 & 8106 & 8133 \\ \hline 9 & 8159 & 8186 & .8212 & 8238 & 8264 & 8289 & 8315 & 8340 & 8365 & 8389 \\ \hline 1.0 & 8413 & .8438 & 8461 & 8485 & .8508 & .8531 & 8554 & 8577 & .8599 & .8521 \\ \hline 1.1 & 8643 & .8565 & 8686 & 8708 & 8729 & 8749 & & 8790 & 8810 & 8830 \\ \hline 1.2 & 8849 & 8569 & .8888 & 8907 & .8525 & 8944 & 8962 & 8980 & 8997 & .9015 \\ \hline 13 & 90032 & .9049 & 9006 & 9082 & .9099 & 9115 & 9131 & 9147 & 9162 & 917 \\ \hline 1.4 & 9192 & 9207 & 9222 & 9256 & 9851 & 9265 & .9279 & 9292 & 9006 & .9319 \\ \hline 1.5 & $332 & .9345 & 9357 & 9370 & 9382 & 9894 & .9406 & 9418 & 9429 & .9441 \\ \hline 1.6 & 9452 & .9463 & 9474 & 9434 & 9495 & .5505 & .9515 & 9525 & .9535 & .9545 \\ \hline 1.7 & 9554 & .9564 & 9573 & 9582 & .9591 & & .9508 & 9616 & .9625 & .9633 \\ \hline 1.8 & 9641 & .9649 & .9656 & 9664 & .9571 & .9678 & 9696 & 9693 & 9099 & .9706 \\ \hline 1.9 & 9713 & 9719 & 9726 & 9732 & 9738 & 974 & 9750 & 9756 & 9761 & .9767 \\ \hline 20 & 9m2 & .9778 & .9783 & 9788 & .9793 & .9796 & 9803 & 9008 & .5912 & .9817 \\ \hline 21 & 9821 & 5826 & .9830 & $834 & .9838 & 5e42 &, 9046 & 9850 & .9654 & .9857 \\ \hline 22 & 9861 & 5064 & 9868 & 9871 & .9375 & 9878 & 9881 & 5084 & 567 & .9890 \\ \hline 23 & 9893 & .9896 & .9898 & 9901 & .9904 & .9906 & .9909 & $911 & .9913 & .9916 \\ \hline 24 & 9918 & 9920 & 9922 & 9925 & .9927 & 9920 & 9931 & 9932 & 9934 & .9936 \\ \hline 25 & 9938 & 9940 & .9941 & 9943 & 9945 & .9945 & .9943 & 9949 & 9951 & .9952 \\ \hline 26 & 9953 & .9955 & .9956 & 9957 & .9859 & 9960 & 9961 & 9962 & 9963 & 9964 \\ \hline 27 & 9965 & .9966 & 9967 & 9968 & .9969 & 9970 & 9971 & 9972 & .9973 & 9974 \\ \hline 28 & 9974 & 9975 & .9976 & 9977 & 997 & 9978 & 9979 & 9979 & 9980 & .9981 \\ \hline 29 & 9981 & .9962 & .9982 & 9983 & .9984 & .9894 & 9905 & 9985 & 9386 & .9986 \\ \hline 3.0 & 9987 & 9987 & .9987 & 9968 & .9988 & 9889 & 9989 & 9989 & 9990 & .9990 \\ \hline 3.1 & 9990 & 9991 & 9991 & 9991 & 9992 & 992 & .9992 & 9992 & 9993 & .9993 \\ \hline 3.2 & 9993 & 9993 & .9994 & 9994 & .9894 & 9994 & 9994 & 9995 & 9995 & 9995 \\ \hline 33 & 9995 & .9995 & .9995 & 9996 & 9996 & 9996 & 9996 & 9996 & 9996 & .9997 \\ \hline 3.4 & 9997 & 9997 & .9997 & 9997 & .9997 & 9997 & 9997 & 9997 & 9997 & 9998 \\ \hline \end{tabular}