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Rule 9 solution in the password game: All roman numerals that multiply to 35. You have two options for fulfilling this rule, those being:
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Xxxv (35, works directly) v and vii (5 x 7 = 35) insert any of those, and youll proceed to rule 10 immediately. To find two roman numerals that multiply to 35, we should recognize the prime factorization of 35. The number 35 is the product of the prime numbers 5 and 7. As roman numerals, 5 is represented by v and 7 is represented by vii.
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I have discovered two possible solutions so far to getting past rule 9 in the password game. You can place these anywhere in your password, so the order does not matter at this stage. Roman numerals vii and v are the only correct combination that multiplies to 35. Understanding roman numerals can greatly enhance your ability to make informed decisions and advance through the password game. This can be pretty daunting task if youre not familiar with roman numerals.
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