Please Simulation Example: Denise has a bad habit of sleeping through her alarm in the mornings. She oversleepsand is late for her 8am class 10% of the time.1. We want to simulate 15 days of 8 am classes for Denise. Which of the following digit assignments wouldwork for this simulation? (only one correct answer)a) 0 to 8 = on time, 9 = late to classb) 00 to 49 = on time, 50 to 99 = late to classc) 0 to 4 = on time, 5 to 9 = late to classd) 00 to 90 = on time, 91 to 99 = late to class%3D%3D2. Use the random digit assignment from the previous question, start at line 104 from the random number tableA (attached to the back) to simulate the 15 class days.Day1st 2nd 3rd 4th Sth 6th 7th 8th 9th10th 11th 12th 13th 14th 15thRandomNumberWas she ontime orlate?3. What percent of days was Denise late in this simulation?4. How does this compare to the 10% probability we were given at the beginning? If there is a difference, whyare they be different? TABLE A Random digitsLine42544828532871301927000959640927754328631253142648950340575682425362901922373676101994009005682226487671729750211102471502948571709775585257310345467400118584852711 388899400793074 6022791481727655379157067593354748714893104607796997115529105 955928508968417 350139438355300906561068167661790475112080717868107827395789087964188837202424943419798348576688276491086094085453468163963819365 1541248789 183386051308708360093844810942006712382469739364110399500929700412694874578511776111814868489811486730891935271080596368880404634711971129955362568702064032503699709153259211302938562021452675730662800381932992776842605698532325331144514931893610419432224709736981156118175532504906225326185907858037165103116117144593816731424621837063223417414480447029669844076595686382731909585711858806042666697935435986244374284826119378766492099071185597211912035476394216585061683735925589272719470527518662224871364184251025957611486312112271487138730998481598290779505227102818685602749497718683306396758815075458071035123276119159612409001433679674612149378231844235119621033924412541903360711269692719931368097419277567887414840985117169254936712743909994772533064359400850656568288871741335218638819820079587209087271437415689367591422758984128129229135430397245965650951784534064898720169051050076481716632130131811941487304197855764519513268732552598429208796431659373931685971503330221337070513521318132043120954768508936234180778416655611832945740133134278163774119876871513126039100773771356692555658784581120644753668126890813608421287447559208563791409245447836215586142112609477811537333586984817917748394137536451459213866831407721395558899404707084109843563569345171914012975132581304845144723218194000360508422487002428141967673596423822960129459165194533721426340872829143 88565 426285023297892779196176244575248708860469680431639059784552 1990962371 22725041781779749376169531441456296419687376091272400900586368814512633830836945357857 9580666967 8340188737 7435105977 19664 65441461090993159505021501465905754973 86278006946070502384936001474750067181148149 71546 05233 53946150 07511 8891520903724605334068743276017936745403886920331641267168538456932337

Denise has a bad habit of sleeping through her alarm in the morning. She oversleeps and is late for…

Simulation Example: Denise has a bad habit of sleeping through her alarm in the mornings. She oversleeps and is late for her 8am class 10% of the time. 1. We want to simulate 15 days of 8 am classes for Denise. Which of the following digit assignments would work for this simulation? (only one correct answer) a) 0 to 8 = on time, 9 = late to class b) 00 to 49 = on time, 50 to 99 3 late to class c) 0 to 4 = on time, 5 to 9 late to class d) 00 to 90 = on time, 91 to 99 3 late to class 2. Use the random digit assignment from the previous question, start at line 104 from the random number table A (attached to the back) to simulate the 15 class days. Day 1st 2nd 3rd 4th Sth 6th 7th 8th 9th 10th 11th 12th 13th 14th 15th Random Number Was she on time or late? 3. What percent of days was Denise late in this simulation? 4. How does this compare to the 10% probability we were given at the beginning? If there is a difference, why are they be different?