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help with all of them please
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1. Determine whether the given statement is...
I need help with question 2, 3 and 4 please. Thanks in advance. Answer the following...
I need help with question 2, 3 and 4 please. Thanks in
advance.
Answer the following questions: 1. Prove that any polynomial of degree k is O (nk 2. By finding appropriate values ofc and no, prove that: f(n) 4 n log2 n + 4 n2 + 4 n iso(n2). 3. Find functions fi and fi such that both fi(n) and /i(n) are O(g(n)), but fi(n) is not OG(n)) 4. Determine whether the following statements are true or false. Briefly...
need help on this. thanks in advance Question 16 Determine whether the linear transformation T is...
need help on this. thanks in advance
Question 16 Determine whether the linear transformation T is one-to-one and whether it maps as specified. Let T be the linear transformation whose standard matrix is 1-23 -1 3-4 2 -2 -9 Determine whether the linear transformation T is one-to-one and whether it maps R onto R. One-to-one; not onto #3 One-to-one; onto a Not one-to-one; onto R3 Not one-to-one; not onto a
Could you help me with 11,12,and 13 please ? Thanks in advance, Massimo Ulto 8. If...
Could you help me with 11,12,and 13 please ?
Thanks in advance,
Massimo Ulto
8. If you have had calculus, prove the power rule for positive exponents. Specifically, prove that for every positive integer n, (x") = na"-1. (Hint: Use induction on n and the Product rule, writing " = 9. Prove that for every positive integer n n(n + 1 + 2 + ... +n= 10. Prove that for every positive integer n. 12 +22+... 2 n(n + 1)(2n...
show all work and explanations for problem 4. please. thanks #3, 4: (a) determine whether lies...
show all work and explanations for problem 4.
please. thanks
#3, 4: (a) determine whether lies in , f is par- allel to o but not in ø, or l and go are concurrent. (b) If l and o are concurrent, find the intersection point and the angle between them. (c) Find the plane that includes f and is orthogonal to g. simply y+4 3, -1 ZI2 3. l: x = : 2x + 3y -z+14 = 0 3 (x...
Please answer all parts of the question and clearly label them. Thanks in advance for all...
Please answer all parts of the question and clearly label them.
Thanks in advance for all the help.
5. An eigenvalue problem: (a) Obtain the eigenvalues, In, and eigenfunctions, Yn(x), for the eigenvalue problem: y" +1²y = 0 '(0) = 0 and y'(1) = 0. (5) Hint: This equation is similar to the cases considered in lecture except that the boundary conditions are different. Notice how each eigenvalue corresponds to one eigenfunction. In your solution, first consider 12 = 0,...
Please solve the all the questions below. Thanks. Especially pay attention to 2nd question. t, which...
Please solve the all the questions below. Thanks.
Especially pay attention to 2nd question.
t, which type of proof is being used in each case to prove the theorem (A → C)? Last Line 겨 (p A -p) 겨 First Line a C b. C d. (some inference) C Construct a contrapositive proof of the following theorem. Indicate your assumptions and conclusion clearly 2. If you select three balls at random from a bag containing red balls and white balls,...
Can I get some help please? Thanks in advance 2. Consider the inner product space V...
Can I get some help please? Thanks in advance
2. Consider the inner product space V = P2(R) with 0.9) = (()() dt, and let T:V V be the linear operator defined by T(S) = rf'(:r) + 2(r). (i) Compute T*(1 + 1 + x²). (ii) Determine whether or not there is an orthonormal basis of eigenvectors B for which T]s is diagonal. If such a basis exists, find one.
Please send help, Thanks in advance. Chapter 4, Problem 4/008 Determine the force in each member...
Please send help, Thanks in advance.
Chapter 4, Problem 4/008 Determine the force in each member of the loaded truss. Forces are positive if in tension, negative if in compression. 2.3 m 4.3 m 3.0 m 7.1 kN eL200 7.1 kN | Answers: 즐 | AB = 즐 즐 즐 즐
Please help me solve 3,4,5 3- For all n € N, let an = 1. Let...
Please help me solve 3,4,5
3- For all n € N, let an = 1. Let S = {an in€ N}. 3-1) Use the fact that lim - = 0 and the result of Exercise 1 to show that 0 ES'. Ron 3-2) Use the result of Exercise 2 to show that S = {0}. 4- Prove that 4-1) N' = 0. 4-2) Q =R. 5- Recall that a set KCR is said to be compact if every open cover...
hi, can someone help with this problem? I need solutions to all parts. Thanks in advance...
hi,
can someone help with this problem? I need solutions to all
parts. Thanks in advance
Consider spin-ı particles prepared in the state: lub) =[+/+ (1+ v3) 1–] (a) Determine the direction n = (sin 0 cos o, sin 0 sin o, cos 6) such that measurement of the spin component Sn gives the definite result = iħ. (b) Determine the direction(s) in which measurement of the spin component returns the results +ħ and – ħ with equal probability. (c)...
I need help with question 2, 3 and 4 please. Thanks in
advance.
Answer the following questions: 1. Prove that any polynomial of degree k is O (nk 2. By finding appropriate values ofc and no, prove that: f(n) 4 n log2 n + 4 n2 + 4 n iso(n2). 3. Find functions fi and fi such that both fi(n) and /i(n) are O(g(n)), but fi(n) is not OG(n)) 4. Determine whether the following statements are true or false. Briefly...
need help on this. thanks in advance
Question 16 Determine whether the linear transformation T is one-to-one and whether it maps as specified. Let T be the linear transformation whose standard matrix is 1-23 -1 3-4 2 -2 -9 Determine whether the linear transformation T is one-to-one and whether it maps R onto R. One-to-one; not onto #3 One-to-one; onto a Not one-to-one; onto R3 Not one-to-one; not onto a
Could you help me with 11,12,and 13 please ?
Thanks in advance,
Massimo Ulto
8. If you have had calculus, prove the power rule for positive exponents. Specifically, prove that for every positive integer n, (x") = na"-1. (Hint: Use induction on n and the Product rule, writing " = 9. Prove that for every positive integer n n(n + 1 + 2 + ... +n= 10. Prove that for every positive integer n. 12 +22+... 2 n(n + 1)(2n...
show all work and explanations for problem 4.
please. thanks
#3, 4: (a) determine whether lies in , f is par- allel to o but not in ø, or l and go are concurrent. (b) If l and o are concurrent, find the intersection point and the angle between them. (c) Find the plane that includes f and is orthogonal to g. simply y+4 3, -1 ZI2 3. l: x = : 2x + 3y -z+14 = 0 3 (x...
Please answer all parts of the question and clearly label them.
Thanks in advance for all the help.
5. An eigenvalue problem: (a) Obtain the eigenvalues, In, and eigenfunctions, Yn(x), for the eigenvalue problem: y" +1²y = 0 '(0) = 0 and y'(1) = 0. (5) Hint: This equation is similar to the cases considered in lecture except that the boundary conditions are different. Notice how each eigenvalue corresponds to one eigenfunction. In your solution, first consider 12 = 0,...
Please solve the all the questions below. Thanks.
Especially pay attention to 2nd question.
t, which type of proof is being used in each case to prove the theorem (A → C)? Last Line 겨 (p A -p) 겨 First Line a C b. C d. (some inference) C Construct a contrapositive proof of the following theorem. Indicate your assumptions and conclusion clearly 2. If you select three balls at random from a bag containing red balls and white balls,...
Can I get some help please? Thanks in advance
2. Consider the inner product space V = P2(R) with 0.9) = (()() dt, and let T:V V be the linear operator defined by T(S) = rf'(:r) + 2(r). (i) Compute T*(1 + 1 + x²). (ii) Determine whether or not there is an orthonormal basis of eigenvectors B for which T]s is diagonal. If such a basis exists, find one.
Please send help, Thanks in advance.
Chapter 4, Problem 4/008 Determine the force in each member of the loaded truss. Forces are positive if in tension, negative if in compression. 2.3 m 4.3 m 3.0 m 7.1 kN eL200 7.1 kN | Answers: 즐 | AB = 즐 즐 즐 즐
Please help me solve 3,4,5
3- For all n € N, let an = 1. Let S = {an in€ N}. 3-1) Use the fact that lim - = 0 and the result of Exercise 1 to show that 0 ES'. Ron 3-2) Use the result of Exercise 2 to show that S = {0}. 4- Prove that 4-1) N' = 0. 4-2) Q =R. 5- Recall that a set KCR is said to be compact if every open cover...
hi,
can someone help with this problem? I need solutions to all
parts. Thanks in advance
Consider spin-ı particles prepared in the state: lub) =[+/+ (1+ v3) 1–] (a) Determine the direction n = (sin 0 cos o, sin 0 sin o, cos 6) such that measurement of the spin component Sn gives the definite result = iħ. (b) Determine the direction(s) in which measurement of the spin component returns the results +ħ and – ħ with equal probability. (c)...
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