Once I get bm, I want to use induction to conclude that an = b0+b1+...+bn-1.
How would this be done?
Homework Answers
![ana borby to.. + bari i auto pothit... + bariton ... anti-an = bn. is bm» flan (604) !) - (*+1 +2) lun mar tnti] - [lu 61 - (](http://img.homeworklib.com/questions/4ee2d090-eff5-11eb-bc3c-05233ac929d5.png?x-oss-process=image/resize,w_560)
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Once I get bm, I want to use induction to conclude that an =
b0+b1+...+bn-1.
How...
just part 4,5,6 Problem 3: The purpose of this problem is use the Nested Interval Property...
just part 4,5,6
Problem 3: The purpose of this problem is use the Nested Interval Property to show the existence of the square root of a positive number A. Thinking of A as an area, start with a rectangle with sides ao bo such that aoboA. Define b( bo)/2 and aA/b1, so that abi-A. Repeating this process, one creates sequence {an^ni and sbn^n1 defining nested intervals In such that I -VA. The different parts of this problem will guide you...
Plz i want answer these question using list in python programme. You are given two sequences...
Plz i want answer these question using list in python
programme.
You are given two sequences of n integers: 21, 22, ...,an and b1,b2, ..., bn Print a sequence of 2n integers created by alternating elements from the given sequences: a1, 61, 42, 62, a3, 63, ..., an, bn. Input The first line contains a positive integer n (1 <n<1000) - the length of the sequences The second line contains n space-separated integers 01, 02, ..., an (-1000 <a; <...
I just want to know how do you get the 10%, im using the formula (1...
I just want to know how do you
get the 10%, im using the formula (1 + i/n)^n - 1 but I'm not
gettting this number. I used 5 years for n and 8% for i.
Bonita Company sells 8% bonds having a maturity value of $2,290,000 for $2,116,380. The bonds are dated January 1, 2020, and mature January 1 2025. Interest is payable annually on January 1. Your Answer Correct Answer ✓ Your answer is correct. Determine the effective-interest...
For problem #1 I used the formula FV=PV(I+i)^n where I solved for n to get 8.2097....
For problem #1 I used the formula FV=PV(I+i)^n where I solved
for n to get 8.2097. Im unsure of how to solve question #2. Help
ASAP would be very appreciated. Thank you.
Problem #1: How many years does it take for a deposit of $1000 to reach $3150 with an annual effective interest rate of 15%? Problem #1: 8.2097 Answer correct to 4 decimals Just Save Your work has been saved! (Back to Admin Page) Submit Problem #1 for Grading...
Please do exercise 129: Exercise 128: Define r:N + N by r(n) = next(next(n)). Let f:N...
Please do exercise 129:
Exercise 128: Define r:N + N by r(n) = next(next(n)). Let f:N → N be the unique function that satisfies f(0) = 2 and f(next(n)) =r(f(n)) for all n E N. 102 1. Prove that f(3) = 8. 2. Prove that 2 <f(n) for all n E N. Exercise 129: Define r and f as in Exercise 128. Assume that x + y. Define r' = {(x,y),(y,x)}. Let g:N + {x,y} be the unique function that...
Could you please explain the step 1 and step 2 for me? I know the notes...
Could you please explain the step 1 and step 2 for me? I know
the notes want to show the formula for E(SSTR), but I don't know
what are these two steps doing.
1.2 Expectations of sums of squares Expectation of the sums of squares be derived from the following fact about sample variance. If X1, . . . , Xn are iid, with mean μ and variance σ2, then The sample variance is an unbiased estimator of the variance...
Problem 3. Prove Theorem 1 as tollows [Assume all conditions of the Theorem are met. In many part...
Problem 3. Prove Theorem 1 as tollows [Assume all conditions of the Theorem are met. In many parts, it will be useful to consider the sign of the right side of the formula-positive or negative- ad to write the appropriate inequality] (a) Since f"(x) exists on [a, brx) is continuous on [a, b) and differentiable on (a,b), soMean Value Thorem applies to f,on this interval. Apply MVTtof"m[x,y], wherc α zcysb. to show that ry)2 f,(x), İ.e. that f, is increasing...
I want to know how to do this assignment!!! Help me please~ The first part of...
I want to know how to do this assignment!!! Help me please~ The first part of your program should do the following: • Ask the user type of test they took. o (ACT or SAT) • If they said ACT then ask them their score o If their ACT score was between 0 and 7 say "Needs Work" o If their ACT score was between 10 and 20 say "Acceptable" o If they ACT score was above 20 say "Above...
Hello, Q1: where does the f(1,17) the 1 come from? Q2, how do i get the...
Hello,
Q1: where does the f(1,17) the 1 come from?
Q2, how do i get the second equation from the first
equation?
thanks
Heat treating is often used to carburize metal parts such as gears. The thickness of the carburized layer is considered an important feature of the gear, and it contributes to the overall reliability of the part. Because of the critical nature of this feature, a lab test is performed on each furnace load. The test is a...
C programming Let's try to use the template below to implement a Set with double hashing....
C programming Let's try to use the template below to implement a Set with double hashing. Here we assume the Set contains names with 3 characters long. Since it is a Set, we do not need to have an explicit value for each key. We will use a token value of 1 if a name belongs to the Set. Let's reuse the exact hash functions we have seen in example in Part 7 of the lecture notes, page 3. As...
just part 4,5,6
Problem 3: The purpose of this problem is use the Nested Interval Property to show the existence of the square root of a positive number A. Thinking of A as an area, start with a rectangle with sides ao bo such that aoboA. Define b( bo)/2 and aA/b1, so that abi-A. Repeating this process, one creates sequence {an^ni and sbn^n1 defining nested intervals In such that I -VA. The different parts of this problem will guide you...
Plz i want answer these question using list in python
programme.
You are given two sequences of n integers: 21, 22, ...,an and b1,b2, ..., bn Print a sequence of 2n integers created by alternating elements from the given sequences: a1, 61, 42, 62, a3, 63, ..., an, bn. Input The first line contains a positive integer n (1 <n<1000) - the length of the sequences The second line contains n space-separated integers 01, 02, ..., an (-1000 <a; <...
I just want to know how do you
get the 10%, im using the formula (1 + i/n)^n - 1 but I'm not
gettting this number. I used 5 years for n and 8% for i.
Bonita Company sells 8% bonds having a maturity value of $2,290,000 for $2,116,380. The bonds are dated January 1, 2020, and mature January 1 2025. Interest is payable annually on January 1. Your Answer Correct Answer ✓ Your answer is correct. Determine the effective-interest...
For problem #1 I used the formula FV=PV(I+i)^n where I solved
for n to get 8.2097. Im unsure of how to solve question #2. Help
ASAP would be very appreciated. Thank you.
Problem #1: How many years does it take for a deposit of $1000 to reach $3150 with an annual effective interest rate of 15%? Problem #1: 8.2097 Answer correct to 4 decimals Just Save Your work has been saved! (Back to Admin Page) Submit Problem #1 for Grading...
Please do exercise 129:
Exercise 128: Define r:N + N by r(n) = next(next(n)). Let f:N → N be the unique function that satisfies f(0) = 2 and f(next(n)) =r(f(n)) for all n E N. 102 1. Prove that f(3) = 8. 2. Prove that 2 <f(n) for all n E N. Exercise 129: Define r and f as in Exercise 128. Assume that x + y. Define r' = {(x,y),(y,x)}. Let g:N + {x,y} be the unique function that...
Could you please explain the step 1 and step 2 for me? I know
the notes want to show the formula for E(SSTR), but I don't know
what are these two steps doing.
1.2 Expectations of sums of squares Expectation of the sums of squares be derived from the following fact about sample variance. If X1, . . . , Xn are iid, with mean μ and variance σ2, then The sample variance is an unbiased estimator of the variance...
Problem 3. Prove Theorem 1 as tollows [Assume all conditions of the Theorem are met. In many parts, it will be useful to consider the sign of the right side of the formula-positive or negative- ad to write the appropriate inequality] (a) Since f"(x) exists on [a, brx) is continuous on [a, b) and differentiable on (a,b), soMean Value Thorem applies to f,on this interval. Apply MVTtof"m[x,y], wherc α zcysb. to show that ry)2 f,(x), İ.e. that f, is increasing...
Hello,
Q1: where does the f(1,17) the 1 come from?
Q2, how do i get the second equation from the first
equation?
thanks
Heat treating is often used to carburize metal parts such as gears. The thickness of the carburized layer is considered an important feature of the gear, and it contributes to the overall reliability of the part. Because of the critical nature of this feature, a lab test is performed on each furnace load. The test is a...
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