Question

Asked Jul 7, 2019

144 views

Step 1

To find: The value of *f *(4).

Given: The recursive function is defined as

Step 2

Solution: In order to obtain the value of *f *(4), find the values which we have to obtain first.

Step 3

Thus, first obtain the values of *f ...*

Tagged in

Find answers to questions asked by student like you

Show more Q&A

Q: Let A, B, C, and D be sets.

A: First, (AxC)U(BXD) ⸦(AUC) x(BUD)Take left hand side first , let (x,y) ∈(AxC) U(BxD)=> (x,y) ∈(Ax...

Q: Differential equations Find the particular solution to the initial value problem: (x+1)y"-(2-x)y'+y=...

A: Click to see the answer

Q: Abstract Algebra. Please explain everything in detail.

A: To prove the stated properties pertaining to the subfields of the given field

Q: Z is a complex variable, z=x+iy

A: The z is complex variable with z = x + i y , and the given vertices are (0,0),(1,0),(1,1) and (0,1).

Q: 5. A bag of 10 apples contains 2 rotten apples and 8 good apples. A shopper selects a sample of thre...

A: (a)To calculate the possible number of samples.Given:

Q: Use the definition of Laplace Transforms to show that:

A: Given:The laplace transformation,

Q: 3.17 Theorem Let {sn} be a sequence of real numbers. Let E and s* have the same meaning as in Defini...

A: As per norms, the first question is not answered as it carries points,. Questions 2,3 and 4, concern...

Q: at what points x in the interval (-1,1] can one use the Lagrange Remainder Theorem to verify the exp...

A: The LaGrange remainder theorem:f (x) be a real valued function defined in I,i) f (x) has derivative ...

Q: What conditions have to be checked to determine if a function is "well defined"? How would I show t...

A: Let the function beThen we need to check 3 conditions to prove that the function is Well definedThey...