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Question: Solve the given problems. All numbers are accurate to at least two significant digits.
A missile is fired vertically into the air. The distance t (in ft) above the ground as a function of time (in s) is given by s = 300 + 500t - 16t2.
(a) When will the missile hit the ground?
(b) When will the missile be 1000 ft above the ground?
Which should be more accurate for finding the area.
a rectangular sheet of paper of area a = 170 sq cm is rolled into a right circular cylinder by joining opposite ends of the paper. If this produces a cylinder having volume V = 300cm, determine the radius r of the cylinder.
Find A.M, G.M, H.M, median and mode of following data and find the missing frequencies from the data given below if mean is 60.
If Sam invested part of her $20,000 bonus in a fund that paid an 8% profit and invested the rest in stock that suffered a 5% Loss, what is the amount invested in each if her overall net profit was $690.
a ball is thrown into the air with an upward velocity of 24 fts. its height h in feet after t seconds is given by the
A normal human body temperature is 98.6°F. What is the corresponding Kelvin temperature?
Two trains leave stations 75 miles apart at the same time heading toward one another on parallel tracks. Train A is traveling 60 miles per hour, while Train B is going 65 miles per hour.
Find the boundary of the function's domain. Determine if the domain is an open region, a closed region or neither, and decide if the domain is bounded or unbounded. Explaination and solution would be greatly appreciated!
State and use the principle of superposition to find the general solution. What is the principle of superposition in linear algebra language?
Write the equation of a rational function that has a vertical asymptote at 3, a horizontal asymptote at 2, a zero of the function at -1 and a y-intercept at-6.
The temperature at each point in the first quadrant is given by T(x,y) = ln(xy) - (x/3) - (y/2). Find the hottest point in the first quadrant and determine its temperature.
a baseball is hit 4 ft above the ground with an initial velocity of 80 ft/sec at an angle of (pi/3) with respect to the horizontal. How high did the ball go?
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