Answer all the questions on paper and upload your scanned fi…
Answer all the questions on paper and upload your scanned file when you are done 7. a) Multiply 33 by 10 using the Egyptian system. b) Write 10/ 33 as an Egyptian fraction. Show your steps. 8. a) Write [124.12]20 in base 10. b) Write 124.12 in base 20. 9. In a far-away galaxy, extraterrestrials only have two fingers per hand. Using the Martian numerals (0), (1), (2), (3), write: how many months are in a Earth’s year how many days are in a week 10. Prove or disprove the following conjecture: the sum of three consecutive square numbers is always measurable by three after the subtraction of two units. 11. Evaluate the following infinite sum: … State the definition of commensurable and incommensurable numbers. Are the following numbers commensurable or not? 5 and 4/3 2 and and Extra credit. Up to 5 pts. Prove that the height of an equilateral triangle is incommensurable with the side
Read DetailsAnswer all the questions on paper and upload your scanned fi…
Answer all the questions on paper and upload your scanned file when you are done Divide 53 by 12 using the Egyptian system. Then write the reminder as an Egyptian fraction. Show your steps. a) Write [124.12]5 in base 10. b) Write 124.12 in base 5. 3. The base 2 is still used in many computer applications. So, in base 2, how would you write a) how many fingers are in one hand? b) how many days are in January? 4) Show that 34 is not a triangular number 5) Evaluate the following infinite sum: +… 6) State the definition of commensurable and incommensurable numbers. Are the follow numbers commensurable or not? 5 and 4/3 2 and 3 and Extra credit. Up to 5 pts. Prove that the height of an equilateral triangle is incommensurable with the side
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