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1. a 2. b 3. d 4. The number of share available on a fully diluted basis after series a = ((total equity + Series A funding) – ((total equity+ Series A funding) * 10%)) = 4,000,000 – (10% of 4,000,000) = 3,600,000 5. The option pool = (total equity+ Series A funding) * 10% = (1,000,000 + 3,000,000) * 10% = (4,000,000 *(10/100)) = $400,000 6. The total amount of shares after Series B = (share available on a fully diluted basis after series A + total amount of shares contributed in series B) = (3,600,000 + 3,000,000) = 6,600,000 shares 7. Amount raised after series B = $9 million-$6 million = $3 million The share price after series B = (Amount raised after series B/original share price) = (3,000,000/1,000,000) = $3.00 8. The option pool = 10% of the company value Thus, the option pool = (9,000,000 * 10%) = 900,000 9. 1 st year = (200*100,000) = $20,000,000 2 nd Year = (200*200,000) = $40,000,000 3 rd year = (200 *200,000) = $40,000,000 4 th year = (200*200,000) = $40,000,000 5 th year = (200*200,000) = $40,000,000

1. a 2. b 3. d 4. The number of share available on a fully diluted basis after series a = ((total equity + Series A funding) – ((total equity+ Series A funding) * 10% )) = 4,000,000 – (10% of 4,000,000) = 3,600,000 5. The option pool = (total equity+ Series A funding) * 10% = (1,000,000 + 3,000,000) * 10% = (4,000,000 *(10/100)) = $400,000 6. The total amount of shares after Series B = (share available on a fully diluted basis after series A + total amount of shares contributed in series B) = (3,600,000 + 3,000,000) = 6,600,000 shares 7. Amount raised after series B = $9 million - $6 million = $3 million The share price after series B = (Amount raised after series B/original share price) = (3,000,000/1,000,000) = $3.00 8. The option pool = 10% of the company value Thus, the option pool = (9,000,000 * 10%) = 900,000 9. 1st year = (200*100,000) = $20,000,000 2nd Year = (200*200,000) = $40,000,000 3rd year = (200 *200,000) = $40,000,000 4th year = (200*200,000) = $40,000,000 5th year = (200*200,000) = $40,000,000 Total = $180,000,000 Discount = (10*180,000,000)/100 = 18,000,000 Tax Rate = (25*180,000,000)/100 = =45,000,000 Exit Value = (180,000,000 – (18,000,000 + 45,000,000)) = (180,000,000 – 63,000,000) Exit Value = $117,000,000 10. Cash on cash return = Annual Income/ invested capital Annual income = yearly income * 10% Invested capital is $3,000,000 1st year = (20,000,000/3,000,000) = 6.7 2nd year = (40,000,000/3,000,000) = 13.3 3rd year = (40,000,000/3,000,000) = 13.3 4th year = (40,000,000/3,000,000) = 13.3 5th year = (40,000,000/3,000,000) =13.3 To attain a breakeven point 59.9/4 = 14.98% of the invested capital per annum Thus, the investment must generate at least $449,400 per annum so as to breakeven. 11. 14.98% ownership