FIND THE DETERMINANTS OF THE FOLLOWING 7 4 3 -9 ー4 -8 ー4 3 7 -8 -6 3 -4 -7 -3 -2 2 -5 -3 -6 -8
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Q: 2. Solve the récurrence relation an+2 - 9an+1 + 14a, + 50 x 2", n > 0 th ao 9 and a = 34.
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Q: MEASURE THEORY Prove or disprove: Any subset of a measurable set is measurable.
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A: We know that Ly''=s2Ly-sy0-y'0 and Ly'=sLy-y0 Lsin3t=3s2+9
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Q: 1) Show that the square of an odd integer is odd. 2) Show that the product of two odd integers is od...
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- last one thats cut off is is a32 = 2Suppose that 10% of weightlifters use banned substances, that a weightlifter who uses banned substances tests positive for them 97% of the time, and that a weightlifter who does not use banned substances tests positive for them 5% of the time. How would I go about answering this question?If student 10 is not selected, then student 5 should be selected how can I represent this constrain in mathematical form
- Suppose your school has 1000 students. Why can you be pretty sure that some pair of them will have telephone numbers that end in the same two digits and that they will like the same brand of soda?Suppose that license plates in a certain municipality come in two forms: two letters (A …Z) followed by three digits (0 … 9) or three letters followed by two digits. How manydifferent license plates are possibleShow that on a street with 101 houses where each house has a distinct street numberbetween 1 and 200, there must be two houses with consecutive numbers.
- Suppose that there are 9 female and 12 male students in a classroom. How many different 5-member teams can be formed from only female students?Show that there are infinitely many examples of two consecutive positive integers that cannot be written as the sum of three squares but that among any three consecutive positive integers, at least one can be written as the sum of three squares.3,,
- A common computer programming rule is that the names of variables must be between one and eight characters long. The first character can be any of the 26 letter, while successive characters can be any of the 26 letters or any of the 10 digits. For example, allowable variable names include A, BB, and M3477K. How many different variable names are possible? (Ignore the difference between uppercase and lowercase letters.)Give 7 examples with solution of General rules of DifferentationAssume that there are 10 girls and 8 boys in the neighborhood club, and a team of 8 is to be selected. How many different teams can be selected if each team must contain both boys and girls?