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A ceramic bowl is turned on a potter's wheel to approximate the surface obtained by revolving the curve y= (2/3)((x^2) - 1 ) from x=1 to x=2 about the y axis. What is the approximate outside area of the bowl? [assume that each unit on the x and y axes represents 10 cm]
Demand for vacuum cleaners remains constant through the year.
the students are psychology majors & 62% are business majors. If there are 200 students, how many of them are majoring in both psychology & business?
The interest formula shows how interest, rate, and time are related. It gives you a way of finding one of these values if the other three values are known. Even though you try to be careful in your calculations, there will always be that occasion ..
Is this test will be given to 600 randomly selected people, where each person has the illness, find the probability that there will be at least one false negative.
For each of the following properties, find a binary relation R such that R has that property but R^2 (R squared) does not:
Characterize completely the random variable that is Bin(49, 0.3).
A $10,161.92 car can be bought for a down payment of $2,000 and 36 equal monthly payments. Find the amount of each equal monthly payment.
A study of freeway flow at a particular site has resulted in a flow-density relationship.
The current in a circuit is i = 2.00 cos 100t. Find the voltage across a 100-microfarad(uF) capacitor after 0.200 s, if the initial voltage is Zero (one microfarad(uF)=10 to the power of -6 F).
Determine whether the following statement is true or false, and justify your answer: If the RMS error for predicting Y from X is equal to 1, then the correlation between Y and X is equal to 0.
Show that the curve with parametric equations x=sin(t), y=cos(t), and z=sin^2(t) is the curve of the surfaces z=x^2 and x^2 + y^2=1. Use this fact to help sketch the curve.
Find the derivative of the function.
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