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a hot air balloon rises and moves away from you. the total distance it travels is 1382 feet. the angle of elevatin from you to the balloon is 29 degrees. how high is the balloon?
Royal furntiture bought a sofa for $800. The sofa had a $1440 list price. What was the trade discount rate Royal received? Round answer to nearest hundredth percent.
A plate is bounded by the curves y = -x^2, y = x^2, and x = 1. It has density d(x,y)=x. Make a sketch and find its center of mass.
A force of 5 Newtons acts in the direction of a = -7i+3j+4k, moving a particle from point B(1, 7, 1) to point C(-7, 5,-2). What is the work done on the particle given that the displacement is measured in meters?
How are they different? Find a problem in the text that is similar to examples 2, 3, and 4. Post the problem for your classmates to solve.
A sound wave has a frequency of 3500 Hz. What is the distance between crests or compressions of the wave? (Take the speed of sound to be 344 m/s.)
Assuming that both roads on the detour are straight, how many extra miles are you traveling to reach your destination?
Identify the shape of these curves for the function below, where c and r are positive constants.
the length of a photograph is 3 cm less than twice the width. the area is 77 cm^2. find the dimesions of the photograph.
Without expansion (until you reduce it to 2 x 2 order), by using the properties of Determinants - Linearly Dependent over Field
In each case make a conjecture about a possible generalisation, and explore it (i.e. attempt to prove your conjectures true or false).
If A and U are two subsets of a normed vector space, and U is open, show that A+U is open. Here A+U={a+u | a belongs to A and u belongs to U}.
Compute the derivative of the given function and find the equation of the line that is tangent to its graph for the specified value of x0.
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