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a person who is 5 feet tall casts a shadow that is 4 feet long at the same time a flagpole casts a shadow that is 18 feet long. find the height of the flagpole.
State two recent virus threats; whether they are minor or the major threats? What software would you utilize to eliminate these threats? Please involve a brief description for each threat and how to eliminate the threat.
Let v(t)=3t^2-12t be the velocity of a particle moving along the x-axis for time t, t>(less than or equal to)0 When t=0 the particle is at x=-6.
A motorboat travels 356 miles in 4 hours going upstream and 357 miles in 3 hours going downstream. What is the rate of the boat in still water and what is the rate of the current?
Let f be a function given by-Is there a function g: R ---> R such that g'=f? Be careful applying definition of the derivative
Let W be the space spanned by f = sinx and g = cosx. Show that for any value of theta, f, = sin(x + theta) and g_1 = cos (x + theta) vectors in W.
Evaluate an amount of gravel from the given ratio - How much gravel and sand should he add to make concrete?
Find the area enclosed by the given curve and the y-axis.
Use a diagram to list the sample space showing possible arrangements of heads and tails when four coins are tossed . Then use the sample space to find the probability that:
Without expansion (until you reduce it to 2 x 2 order), by using the properties of Determinants - Linearly Dependent over Field
Standard normal probabilities. According to an article in The New York Times, 19.3% of New York City adults smoked in 2003. Suppose that a survey is conducted this year.
Describe how to calculate the odds against an event happening when you know the probability of the event occuring. Use a numerical example to illustrate your explanation.
Determine Probability Distribution, In a certain carnival game a player pays $1 and then tosses a fair coin until either a "head" occurs or he has tossed the coin four times.
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