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An Isosceles triangle is inscribed in a semicircle, as shown in the diagram, and it continues to be inscribed as the semicircle changes size. The area of the semicircle is increasing at the rate of 1 cm^2/sec when the radius of the semicircle is 3 cm.
a) How fast is the radius of the semicircle increasing when the radius is 3 cm? Include units in your answerb) How fast is the perimeter of the semicircle increasing when the radius is 3 cm? Include units in your answerc) How fast is the area of the isosceles triangle increasing when the radius is 3 cm? Include units in your answer.d) How fast is the shaded region increasing when the radius is 3 cm? Include units in your answer.
If there are 50 pieces of data which range from 0 to 100: With a mean of 60 and Root mean square deviation of 8 show that only 1 piece of data can equal 100
If the material for the base costs $0.30 per square foot, the material for the sides costs $0.05 per square foot, and the material for the top costs $0.20 per square foot, determine the dimensions of the box that can be constructed at minimum cost..
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find the terminal point on the unit circle determined by 7pi/6
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at what value of t is the temperature changing the fastest?
Find the volume in cubic centimeters. If each dimension (length, width and height is doubled, what happens to the volume of the room? Show your work.
Suppose the velocity v (in m/s) of a some moving object can be computed by the formula v=10t+4, where t (in s) is the time elapsed. What is the biggest possible error (worst case) of v if the error in the measurement of t is known to be less than 0..
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compute the set of positive divisors of gcd(a, b), and compare the two sets. Once you think you see a pattern, state a conjecture and try to prove it.
a television network has eight 60-minute time slots for dramas and has 15 shows to choose from for the fall lineup. How many different lineups are possible?
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