Assume a generic recursive relation is defined as : A[i] = p*A[i-1] + q where p and q are coefficients of the relation. Write a function that takes the first three numbers in this relation as a list,...


Assume a generic recursive relation is defined as : A[i] = p*A[i-1] + q where p and q are coefficients of the relation. Write a function that takes the first three numbers in this relation as a list, such as [A[0], A[1], A[2]] and computes p and q, and returns A[3]. For example, given [1,3,5] your function should return 7, because the numbers 1,3,5 are produced by the series: A[i] = A[i-1] + 2 where p is 1 and q is 2, and then the next number in the series becomes 7. You can assume that p and q are always integers. You can also assume that p and q are determinable in any test case. """ def recursionSolver(values): return # Remove this line to answer this question.


Assume a generic recursive relation is defined as<br>A[i] = p*A[i-1] + q<br>where p and q are coefficients of the relation.<br>%3D<br>Write a function that takes the first three numbers in this relation as<br>a list,<br>such as [A[0], A[1], A[2]]<br>and computes p and q, and returns A[3]. For example, given [1,3,5] your<br>function should return 7, because the numbers 1,3,5 are produced by the<br>series:<br>A[i] = A[i-1] + 2<br>where p is 1 and q is 2, and then the next number in the series becomes 7. You<br>can assume that p and q are always integers. You can also assume that p and q<br>are determinable in any test case.<br>II IIII<br>def recursionSolver (values):<br>return # Remove this line to answer this question.<br>

Extracted text: Assume a generic recursive relation is defined as A[i] = p*A[i-1] + q where p and q are coefficients of the relation. %3D Write a function that takes the first three numbers in this relation as a list, such as [A[0], A[1], A[2]] and computes p and q, and returns A[3]. For example, given [1,3,5] your function should return 7, because the numbers 1,3,5 are produced by the series: A[i] = A[i-1] + 2 where p is 1 and q is 2, and then the next number in the series becomes 7. You can assume that p and q are always integers. You can also assume that p and q are determinable in any test case. II IIII def recursionSolver (values): return # Remove this line to answer this question.

Jun 11, 2022
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