Albert J.

What are some possible tests you can perform to test a website that accepts text input from the user and outputs the text to the screen?

I just moved to Ottawa/Kanata region for intern, and my landlord does not have internet. Was just wondering which high-speed internet providers (with no contracts) here are good for gaming? I've already tried Mobilicity but the reception is poor, and even buffering videos take forever.

What are the usual prices for extend stay at hotels in Canada?

2 weeks or monthly rates.

What are the usual prices for extend stay at hotels in Canada?

2 weeks or monthly rates.

What kind of jobs can I get with an Electronics Engineering degree in Canada?

Also curious as to whether or not Electronics Engineers can work as electricians as well?

In a circuit, a resistive load is connected across the output terminals of the bandpass filter.

How does the presence of the load impact the bandwidth and quality factor?

Also, how does knowing this impact might help in a real world engineering situation?

In a circuit, a resistive load is connected across the output terminals of the bandpass filter.

How does the presence of the load impact the bandwidth and quality factor?

Also, how does knowing this impact might help in a real world engineering situation?

I'm doing a Bachelors Degree in Electronics engineering, and I was wondering if doing a Math Minor will help me in any way in the future? (Better job positions? Better pay? More competitive during the job hunting stage?)

I want to buy a "EZ Flash 3in1 Expansion Rumble Pack" from this website:

R4i.R4.co.uk

Does anyone know if it's safe to buy from this website?

Examine the references to marriage in the Homeric Hymn to Aphrodite and explain how they relate to Aphrodite.

There was a man who has four wives which gave birth to 40 children. Of these children, 38 were boys. It is conjectured that girls are born with probability 0.53. Test the conjecture. State the statistical model, the hypotheses and provide a p-value. What do you think was really going on?

(1) A mill produces logs whose weights (measured in kg) are normally distributed with σ=120kg. The milling process is modified, but the modification does not affect the normality assumption nor σ. A random sample of 25 logs yields an average weight of 8439 kg. Calculate a 92% confidence interval for the mean weight of a log produced under the modified milling process.

(2) Based on a random sample of size n=40, the 95% confidence interval for the true mean frequency of beans of a certain type is (229.7, 233.5). Obtain the 99% confidence interval.

1. Obtain P(2<Y<3 | X=1) where the joint pdf of X and Y is f(x,y) = (6 - x - y)/8 where 0<x<2 and 2<y<4.

2.From the joint pmf of X and Y, obtain the conditional pmf of Y given that X=>2.

Table given was:

..........x=0......x=1.....x=2.....x=3

y=2....0.10....0.05....0.00.....0.05

y=3....0.15....0.25....0.10.....0.30

So I have to decide my major by next semester, and I was just wondering which one of these majors is better. I know that electronics and computer engineering are quite similar, but I still want an opinion on which is better.

1) Which one has the higher salary?

2) Which one is in more demand today? in the future? (In Canada)

3) Which one is in more demand today? in the future? (Around the world)

4) Although engineering is not easy, which one is relatively easier compared to the other?

Any other tips or suggestions would be greatly appreciated!

1)Suppose X~uniform(1.0, 5.0). Obtain P( X>2.4 | X<=4 ).

2)The daily amount of coffee, in litres, dispensed by a machine is a rv X having a uniform(7.0, 10.0) distribution.

(a)Obtain the probability that at most 8.8 litres is dispensed.

(b)Obtain the probability that at least 8.5 litres is dispensed.

(c)Discuss whether you think the specified distribution is realistic.

Suppose i repeat the following experiment 10 times: I toss a coin. If the coin lands heads, I roll a regular die. If the coin lands tails, I roll a die with faces 1, 1, 2, 2, 3, 3. Let X be the number of 5's observed. Either write down the binomial distribution for X or explain why X is not binomial.