Any querh then comment below...i will help you...
Prrof of this can be done by 2 ways....
First is by induction ...
And 2nd by direct..
and order Recutrenus two sequest satisty anta 3ant taan 1 for na...-for-any-ryER,-let all га for all...
answer all the questions please!
Determine all solutions in radians. Let n represent any integer in all solutions. 28) 4 sin? -1=0 A)+FC++ 2016 C) + 2,5na D) * na, Sant Find the indicated angle or side. 29) Find the length of side a. A) 413 B) 213 C) 217 D) 4 Use a calculator to give the real number value. 30) y tan-1-7002) A) - 66349205 B) -61086018 30) — C) -57619047 - 57619047 D) 2.53174.00
2. Let P1 and P2 be any two points such that |P1 P21 = 2. Let P3 be the centre of the 90° rotation (all rotations here are counter-clockwise) that transforms Pų into P2, let P4 be the centre of the 90° rotation that transforms P1 into P3, let P5 be the centre of the 90° rotation that transforms P1 into P4, and so on. b) Find the minimum value of neN+, if any, for which can|P&Pk+3|< 2-2020.
1. Let P be any point on the line: 1:= (4,8, -1)+(2,0,–4),TER. Let Q be any point on the line: 12: .X-7_1-2_2+1 -6 Find the Cartesian equation of the plane formed by all the possible midpoints of the line segment PQ.
Let B = {(1,0), (0, 1)} and B = {(0,1), (1, 1) } be two V=1R². Moreover, het cuib - [1 -2] and the for T relative to 3 be Maitrise 2 2 from B to B Ces Find The treinsition matrix 6. Use the matrices P and A to find [v] and [Ta] (c) Find A (the matrix for ī relative to B') Find [T(4) In and
Problem 2. Let C[0, 1] be the set of all continuous functions from [0, 1] to R. For any f, g є Cl0, 11 define - max f(x) - g(z) and di(f,g)-If(x) - g(x)d. a) Prove that for any n 2 1, one can find n points in C[O, 1 such that, in daup metric, the distance between any two points is equai to 1. b) Can one find 100 points in C[0, 1] such that, in di metric, the...
I do not need the two metrics to be proved (that they are a
metric).
Problem 2. Let C[0, 1] be the set of all continuous functions from [0, 1] to R. For any f, g є Cl0, 11 define - max f(x) - g(z) and di(f,g)-If(x) - g(x)d. a) Prove that for any n 2 1, one can find n points in C[O, 1 such that, in daup metric, the distance between any two points is equai to 1....
Please answer ALL parts and please show ALL work.
1. Prove that if 5 | na then 5 n. 2. Use mathematical induction to prove that 8i(31 – 3) = (2n - 2)4n(n + 1). 3. Let a1 = 29, 02 = 103 and for n > 3, an = 7an-1 – 10an-2. Find a closed formula for an. (Show your work).
MAT 220 Homework #2 Due by Wednesday, June 17 @ 1:00pm In order to receive full credit, you must show all of your work and make your methods clear. A correct answer without required explanation will not receive any credit. First Name: Last Name: 1. (10 Points) Let / -10,2] = {XER:05*32). For each a € 1, let Aq - {(x,a): XER,15*52}. Find UA and na are!
Action Potential in order 1-5 inside of axon becomes negative Na+ gates close Na+ gates open K+ gates open inside of axon becomes
proof that
Question 2: Let X and Y be any two random variables and let a and b be any two real numbers. Show that Var(aX +bY) = a? Var(X) + b2 Var(Y) + 2 abCov(X,Y).