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Present value of 1 i.e. (1 + r)

-n

Where r = discount rate

n = number of periods until payment

Discount rate (r)

Periods

(n) 1% 2% 3% 4% 5% 6% 7% 8% 9% 10%

1 0∑990 0∑980 0∑971 0∑962 0∑952 0∑943 0∑935 0∑926 0∑917 0∑909 1

2 0∑980 0∑961 0∑943 0∑925 0∑907 0∑890 0∑873 0∑857 0∑842 0∑826 2

3 0∑971 0∑942 0∑915 0∑889 0∑864 0∑840 0∑816 0∑794 0∑772 0∑751 3

4 0∑961 0∑924 0∑888 0∑855 0∑823 0∑792 0∑763 0∑735 0∑708 0∑683 4

5 0∑951 0∑906 0∑863 0∑822 0∑784 0∑747 0∑713 0∑681 0∑650 0∑621 5

6 0∑942 0∑888 0∑837 0∑790 0∑746 0∑705 0∑666 0∑630 0∑596 0∑564 6

7 0∑933 0∑871 0∑813 0∑760 0∑711 0∑665 0∑623 0∑583 0∑547 0∑513 7

8 0∑923 0∑853 0∑789 0∑731 0∑677 0∑627 0∑582 0∑540 0∑502 0∑467 8

9 0∑914 0∑837 0∑766 0∑703 0∑645 0∑592 0∑544 0∑500 0∑460 0∑424 9

10 0∑905 0∑820 0∑744 0∑676 0∑614 0∑558 0∑508 0∑463 0∑422 0∑386 10

11 0∑896 0∑804 0∑722 0∑650 0∑585 0∑527 0∑475 0∑429 0∑388 0∑350 11

12 0∑887 0∑788 0∑701 0∑625 0∑557 0∑497 0∑444 0∑397 0∑356 0∑319 12

13 0∑879 0∑773 0∑681 0∑601 0∑530 0∑469 0∑415 0∑368 0∑326 0∑290 13

14 0∑870 0∑758 0∑661 0∑577 0∑505 0∑442 0∑388 0∑340 0∑299 0∑263 14

15 0∑861 0∑743 0∑642 0∑555 0∑481 0∑417 0∑362 0∑315 0∑275 0∑239 15

(n) 11% 12% 13 % 14% 15% 16% 17% 18% 19% 20%

1 0∑901 0∑893 0∑885 0∑877 0∑870 0∑862 0∑855 0∑847 0∑840 0∑833 1

2 0∑812 0∑797 0∑783 0∑769 0∑756 0∑743 0∑731 0∑718 0∑706 0∑694 2

3 0∑731 0∑712 0∑693 0∑675 0∑658 0∑641 0∑624 0∑609 0∑593 0∑579 3

4 0∑659 0∑636 0∑613 0∑592 0∑572 0∑552 0∑534 0∑516 0∑499 0∑482 4

5 0∑593 0∑567 0∑543 0∑519 0∑497 0∑476 0∑456 0∑437 0∑419 0∑402 5

6 0∑535 0∑507 0∑480 0∑456 0∑432 0∑410 0∑390 0∑370 0∑352 0∑335 6

7 0∑482 0∑452 0∑425 0∑400 0∑376 0∑354 0∑333 0∑314 0∑296 0∑279 7

8 0∑434 0∑404 0∑376 0∑351 0∑327 0∑305 0∑285 0∑266 0∑249 0∑233 8

9 0∑391 0∑361 0∑333 0∑308 0∑284 0∑263 0∑243 0∑225 0∑209 0∑194 9

10 0∑352 0∑322 0∑295 0∑270 0∑247 0∑227 0∑208 0∑191 0∑176 0∑162 10

11 0∑317 0∑287 0∑261 0∑237 0∑215 0∑195 0∑178 0∑162 0∑148 0∑135 11

12 0∑286 0∑257 0∑231 0∑208 0∑187 0∑168 0∑152 0∑137 0∑124 0∑112 12

13 0∑258 0∑229 0∑204 0∑182 0∑163 0∑145 0∑130 0∑116 0∑104 0∑093 13

14 0∑232 0∑205 0∑181 0∑160 0∑141 0∑125 0∑111 0∑099 0∑088 0∑078 14

15 0∑209 0∑183 0∑160 0∑140 0∑123 0∑108 0∑095 0∑084 0∑074 0∑065 15

EF g gAnnuity Table

Present value of an annuity of 1 i.e.

WhereWrW=WdiscountWrate

WWnW=WnumberWofWperiods

Discount rate (r)

Periods

(n) 1% 2% 3% 4% 5% 6% 7% 8% 9% 10%W

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WtWs∑yprW s∑xpxWs∑wqwWs∑vspW s∑utvWs∑tvuWs∑sxwW s∑sqrWs∑rtpWs∑qwpW t

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(n) 11% 12% 13 % 14% 15% 16% 17% 18% 19% 20%W

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WvWt∑rsqW t∑qqqWs∑yyxWs∑xxyW s∑wxtWs∑vxuWs∑uxyW s∑tyxWs∑tqpWs∑srvW v

WwWt∑wqrW t∑uvtWt∑trsWt∑rxxW t∑qvpWt∑psyWs∑yrrW s∑xqrWs∑wpvWs∑vpuW w

WxWu∑qtvW t∑yvxWt∑wyyWt∑vsyW t∑txwWt∑sttWt∑rpwW t∑pwxWs∑yutWs∑xswW x

WyWu∑uswW u∑srxWu∑qsrWt∑ytvW t∑wwrWt∑vpwWt∑tuqW t∑spsWt∑qvsWt∑psqW y

WqpWu∑xxyWu∑vupWu∑trvWu∑rqvW u∑pqyWt∑xssWt∑vuyW t∑tytWt∑ssyWt∑qyrW qp

WqqWv∑rpwWu∑ysxWu∑vxwWu∑tusW u∑rstWu∑pryWt∑xsvW t∑vuvWt∑txvWt∑srwW qq

WqrWv∑tyrWv∑qytWu∑yqxWu∑vvpW u∑trqWu∑qywWt∑yxxW t∑wysWt∑vqqWt∑tsyW qr

WqsWv∑wupWv∑trtWv∑qrrWu∑xtrW u∑uxsWu∑strWu∑qqxW t∑yqpWt∑wquWt∑ussW qs

WqtWv∑yxrWv∑vrxWv∑sprWv∑pprW u∑wrtWu∑tvxWu∑rryW u∑ppxWt∑xprWt∑vqqW qt

WquWw∑qyqWv∑xqqWv∑tvrWv∑qtrW u∑xtwWu∑uwuWu∑srtW u∑pyrWt∑xwvWt∑vwuW qu

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0·000·010·02 0·030·040·05 0·060·070·08 0·09

0·00·0000 0·00400·00800·0120 0·01600·01990·0239 0·02790·03190·0359

0·10·0398 0·04380·04780·0517 0·05570·05960·0636 0·06750·07140·0753

0·20·0793 0·08320·08710·0910 0·09480·09870·1026 0·10640·11030·1141

0·30·1179 0·12170·12550·1293 0·13310·13680·1406 0·14430·14800·1517

0·40·1554 0·15910·16280·1664 0·17000·17360·1772 0·18080·18440·1879

0·50·1915 0·19500·19850·2019 0·20540·20880·2123 0·21570·21900·2224

0·60·2257 0·22910·23240·2357 0·23890·24220·2454 0·24860·25170·2549

0·70·2580 0·26110·26420·2673 0·27040·27340·2764 0·27940·28230·2852

0·80·2881 0·29100·29390·2967 0·29950·30230·3051 0·30780·31060·3133

0·90·3159 0·31860·32120·3238 0·32640·32890·3315 0·33400·33650·3389

1·00·3413 0·34380·34610·3485 0·35080·35310·3554 0·35770·35990·3621

1·10·3643 0·36650·36860·3708 0·37290·37490·3770 0·37900·38100·3830

1·20·3849 0·38690·38880·3907 0·39250·39440·3962 0·39800·39970·4015

1·30·4032 0·40490·40660·4082 0·40990·41150·4131 0·41470·41620·4177

1·40·4192 0·42070·42220·4236 0·42510·42650·4279 0·42920·43060·4319

1·50·4332 0·43450·43570·4370 0·43820·43940·4406 0·44180·44290·4441

1·60·4452 0·44630·44740·4484 0·44950·45050·4515 0·45250·45350·4545

1·70·4554 0·45640·45730·4582 0·45910·45990·4608 0·46160·46250·4633

1·80·4641 0·46490·46560·4664 0·46710·46780·4686 0·46930·46990·4706

1·90·4713 0·47190·47260·4732 0·47380·47440·4750 0·47560·47610·4767

2·00·4772 0·47780·47830·4788 0·47930·47980·4803 0·48080·48120·4817

2·10·4821 0·48260·48300·4834 0·48380·48420·4846 0·48500·48540·4857

2·20·4861 0·48640·48680·4871 0·48750·48780·4881 0·48840·48870·4890

2·30·4893 0·48960·48980·4901 0·49040·49060·4909 0·49110·49130·4916

2·40·4918 0·49200·49220·4925 0·49270·49290·4931 0·49320·49340·4936

2·50·4938 0·49400·49410·4943 0·49450·49460·4948 0·49490·49510·4952

2·60·4953 0·49550·49560·4957 0·49590·49600·4961 0·49620·49630·4964

2·70·4965 0·49660·49670·4968 0·49690·49700·4971 0·49720·49730·4974

2·80·4974 0·49750·49760·4977 0·49770·49780·4979 0·49790·49800·4981

2·90·4981 0·49820·49820·4983 0·49840·49840·4985 0·49850·49860·4986

3·00·4987 0·49870·49870·4988 0·49880·49890·4989 0·49890·49900·4990

This table can be used to calculate N(d), the cumulative normal distribution functions needed for the Black-Scholes model

of option pricing. If d i > 0, add 0·5 to the relevant number above. If d i < 0, subtract the relevant number above from 0·5.

End of Question Paper

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