11 Given the sequence 88, 44, -22, 11, What is the recursive formula? 2 5 an = An 1 - -88 B -(n - 1) a1 = -88; an = -88 2 1 C) ai an = an 1 -887-1 2 a1 = -88; an = an-1 H IN 2 DI

Q: Given the recursive formula: an = an-1 + 12 and a1=3. %3D Find the 4th term. O A. 15 ов 3 ос. 27 о…

A: The value of the nth term from the recursive formula can be calculated by evaluating the values of…

Q: Evaluate 10!/4!(10-4) Type an integer or a simplified fraction

A: It is needed to evaluated 10!/4!(10-4)!.

Q: Find a number that provides a counterexample to show that this statement; "For all real numbers x, x…

A:

Q: 5(x+ 11) (x+11)(x+ 12) O 5 x**-11, x* -12 5 x+ 12 X* -11 O simplified form

A: = 5(x+11)/(x+11)(x+12)   Value of x other than x=-11. making (x+11) = c = 5c/c(x+12) =5/(x+12);…

Q: Think about the three-digit numbers that can be formed from the digits 1, 2, 3, 4 and 5 without…

A: Solution

Q: Find 8+ 12 + 16 + 20 + · ·+1104

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Q: thecommon ratio  of the sequence 4,-12,36, -108   use the value for (r) you found in part one to…

A: From given, a0=4a1=-12a2=36a3=-108 Obtain the common ratio.…

Q: what property of arithmetic tells us that if 5*-3=-15, then -3*5=-15?

A: We need to identify the property according to which we can write as  5×-3 =-15 then, -3×5 =-15

Q: For: aj = -8, an = an-1+ 3 Find the first 4 terms. O 3, 6, 9, 12 -8, -5, -2, 1 -5, -2, 1, 4 3,-5,…

A: We find it by calculating the sequences.

Q: 5. Use inductive reasoning to predict the next pattern, as, of the sequence a3 a4 a2

A:

Q: ← Until recently, all area codes had a 0 or a 1 as the middle digit and the first digit could not be…

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Q: how many sequences of 2n letters can be formed using n distinct symbols if each symbol is used…

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Q: Every natural number greater than 1 can be written as the products of prime numbers.

A: Prove that  every natural number greater than 1 can be expressed as product of primes or the number…

Q: A-B A -B- (2 -3-5 |-1 4 5 U -3-4 35 -3-5 -1 3 5

A:

Q: an A. Determine the next four terms given the recursive formula below. 1. an = 3-4(an-1); a₁ = −2 B.…

A: A) an=3-4(an-1), a1=-2 B)an=[2(an-1)+3]/3, a1=-6

Q: How do you express in a formula that n to the power of 3 minus n is a multiple of 6 for every number…

A:

Q: Which number line shows the solutions to n > -2? + 4 5 6 -6 -5 -4 -3 -2 -1 0 1 2 +++ 1 2 3 4 5 6 -6…

A: Given: To identify the line which shows n>-2

Q: Find the first five terms in the sequence 4n + 1 5,9,13, -2x - 5 Your answer Back Next Never submit…

A: The first five terms are

Q: SuPpose that15,000 is invested in a savings account that earns i) Find an expression for the amaunt…

A: $15,000 is invested in a savings account that earns 4% interest, compounded quartely.

Q: 9 16 2' 3' 25 What is the 30th term of the sequence 4, -- -

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Q: p Pq C N-n N-1

A:

Q: (x+1)(n+2

A: The least common denominator is the lowest or least common multiple of a set of denominators of…

Q: Mario claims that if the denominator of a fraction I5 a decimal. Do you agree? Use an example to…

A:

Q: Which of these gives the prime numbers between 0 and 7? (A) 0,1,2,3,4,5,6,7 (B) 1,2,3,4,5,6…

A: A number is called prime number if it is divisible only by 1 and itself.  Note- 1 is not a prime…

Q: Enter the number to complete the linear combination. gcd(69, 30) yields sequence: 69 30 9 30 9692-30…

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Q: Factorial Is n! same as n+1? If I have n+1 in an equation, can I put n! instead?

A: Since n! = n (n-1)! e.g:- Let n=3  Then n+1 = 4 but n! = n(n-1)! Then 3! = 3×2×1 =6

Q: What is the next three terms of the sequence 13, 8 , 3, -21 (Please use a comma and do not add space…

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Q: find the 100th term of 1, 3, 9,...

A: Our aim is to find the 100th term of 1 , 3 , 9,......

Q: How many five​-digit numbers can be formed with the first two digits odd and the last three digits…

A: The number of digits need to be formed is five. The first two digits are odd and the last three…

Q: 2{18-(5+32)/7}

A: First put 3^2=9 and work with parenthesis.

Q: • 3. 3 (x- 2)+ 4 ( x – 2 ) – 5 ( x – 2)

A:

Q: Write down the first five terms of the sequence (n + 3)! An 4n2 + n + 4

A: an=(n+3)!4n2+n+4

Q: Some common terms on this section are: "sequence", "series", "sum" and "sigma" Choose EACH statement…

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Q: a) Write down the missing terms in the following sequence: 13, 17, 21, 29, 37, - b) She continues…

A: The general form of an Arithmetic Progression(AP) is a, a + d, a + 2d, a + 3d where 'a' is the first…

Q: 1 2/7 * (-2 2/3) / 1 3/7 + 1 1/3

A: We will reduce the fractions of possible and then perform the required addition, multiplication and…

Q: 5) 8.2.-4,-10, B. Given the gener Rule term

A: Note :-According to company policy we can attempt ?️ only one question so please upload the next…

Q: . Dan is m years old. Eric is twice as old as Dan. (a) Write an algebraic expression for eric's age…

A: We can answer all the three question as below

Q: Write an explicit formula and a recursive formula for the following sequence: 32, 26, 20, 14, 8,.…

A: