Q and A for the topic: General

Let {Xn }n≥0 be a Markov chain with state space E = {0, 1, . . .} and transition probabilities given by: p0,0= 1−p0,1=(3/4) pi,i+1 =(1/2)( 1−(1/(i+2))) ∀i≥0 pi,i−1 = (1/2)( 1+(1/(i+2))) ∀i≥1 Determine whether the chain is transient, null recursive, or positive recursive. In the latter case, find the stationary distribution.

6x^2+x-12. Factor is the problem

A credit card has an interest rate of 23% per annum and charges interest daily. Calculate the effective annual rate on this card. (if the answer is 10.55%, write it as 0.1055, use four decimal points)

In this fulcrum, for the weights to be in balance, what do the distances d1 and d2 have to be if the overall length is 12 feet? d1 (to the nearest hundredth) = 7.20 feet. d2 (to the nearest hundredth) = feet.

1°) -An object 1 cm high is placed 10 cm to the left of a thin converging lens focal length 3 cm. • Calculate where your image is located • Make a life-size diagram (required).

In an arithmetic progression of ten terms, the extremes add up to 22 and the product of the third and fourth terms is 48. Calculate the value of those terms.

It takes 14 days to make a work 15 meters long, 8 meters wide and 4.75 meters high, at a rate of 6 hours of work each day. If 8 days are spent making another work of the same width and twice the length, working 7 hours a day with the difficulty of this work being 3/4 of the previous one, what is the height of the work?

Considering that: Q(s) = 4p - 20 （d） =-5p + 15 Vhat is the Pe (Equilibrium price)? Please consider two decimal numbers.

find the inverse f(x)=3x-5

6 7 29 4 13 5 2 8 9 From the list of numbers above, eliminate: - two numbers with sum 12 and difference 2; - two numbers with difference 12 and product 32; - two numbers with difference 7 and product 78; - two numbers such that if we divide one by the other, the quotient is 3 and the remainder 2. What is the remaining number?

48.360/3100

2.152/16

Arrange in order from smaller to largest 2/9 1/4 3/11 4/15

1. Use the following results to determine the rate law for the reaction shown. 2NO + H2 N2O + H2O Expt. # [NO]0 [H2]0 Initial speed 1 0.021 0.065 1.46 M/min 2 0.021 0.260 1.46 M/min 3 0.042 0.065 5.84 M/min

Adolis Garcia of the Texas Rangers is a career .243 batter. In a recent season he got at least one hit in 109 of the 157 games in which he played. His longest hitting streak was 23 games, one of the the longest streaks in MLB that season. How much longer was that hitting streak than what would be typical for a player with those statistics? Is it: 9 games longer 12 games longer 17 games longer 19 games longer

a new york times poll asked people in may of 2020 if they favor a nationwide mask mandate. the sample consisted of 750 adults and 55% said "yes". you suspect that the poll was biased and think that it is really 50% of people would favor a mask mandate. if this poll was not biased, what is the probability you would get a sample with 55% or more saying "yes" to a mask mandate?

Let x = 424 and n = 568. Determine the value of σp̂. Round each value to the nearest thousandth (third decimal place) when making calculations and submitting your solution in the text entry box provided. Example: X.XXX

Dilute the IgG protein standard (200 µg/mL) to create a 6-point standard curve ranging from 0 – 75 µg/mL (in duplicate). Determine the valid concentrations for each tube. The final volume is 1.0 mL. Table 1. Preparation of IgG standard curve including volumes, concentrations, and absorbance values determined by undertaking a Bradford assay (2 mark). Tube 1 2 3 4 5 6 7 8 9 10 11 12 IgG (200 µg/mL), mL H2O, mL Final [IgG] (µg/mL) 0 0 75 75

In a 100-question exam, Buse answered 90% of the questions correctly. If he left 3 questions blank, how many questions did he get wrong?

A normal distribution has a mean of µ = 80 with σ = 20. What score separates the highest 40% of the distribution from the rest of the scores?