0 Area under the standard normal distribution to the left of Z (page 1) .0233 .0367 .0455 .0559 .0681 .0023 .0985 .1 1 70 .1 379 .161 1 .1 867 .21 40 .2451 2776 .31 21 .3403 .3859 .4247 .4641 .0007 .01 1 3 .0146 .01 88 .0239 .0301 .0375 .0465 .0571 .0694 .0030 .1 003 .1 190 .1401 .1635 .1 894 .21 77 .2483 2010 .31 56 .3520 .3897 .4286 .4681 .0020 .0038 .0051 .0068 M9 .01 1 6 .0150 .01 92 .0244 .0307 .0304 .04 75 .0502 .0708 M3 .1 020 .1210 .1 423 .1660 .1 922 22% .2514 .2043 .31 92 .3557 .3936 .4325 .4721 .1 949 .2236 .2546 .2077 .3228 .3594 .3974 .4364 .4761 .0071 M94 .01 22 .01 50 .0202 .0256 .0322 .0401 .0495 m .0735 M05 .1 056 .1251 .1 469 .171 1 .1 977 .2266 .2578 .2912 .3264 .3632 .401 3 .4404 .4801 .0073 M96 .01 25 .0162 .0207 .0262 .0329 .0409 .0505 M18 .0749 .0901 .1 075 .1271 .1 492 .1736 2005 .2296 .261 1 .2946 .3300 .3669 .4052 .4443 .4840 .0032 .0043 .0057 .0075 N99 .01 29 .0166 .021 2 .0268 .0336 .0418 .051 6 M30 .0764 .091 0 .1093 .1292 .1 51 5 .1762 .2033 .2327 .2643 .2901 .3336 .3707 .4090 .4483 .4880 .0033 .0078 .0102 .01 32 .01 70 .021 7 .0274 .0344 .0427 .0526 M43 .0778 .0934 .1 1 1 2 .1 314 .1 539 .1 700 2061 .2350 .2676 .3015 .3372 .3745 .41 29 .4522 .4920 0 Area under the standard normal distribution to the left of Z (page 2) - Find the indicated probability using the standard normal distribution. P(z > 1.97) Click here to View [age 1 of the standard normal table. Click here to View tgge 2 of the standard normal table. P(z > - 1.97) = D (Round to four decimal places as needed.)