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There are initially 2 bacteria in 200g of meat. HC decides that a load equal to or higher than 20 bacteria per 100g of meat represents a risk for consumer health. If the growth rate at 4 degrees (mean temperature of fridge) is 0.01 cell/min. what would be the max time that the meat could be stored in fridge before it is non comestible?
a local dunkin donuts shop reported that its sales have increased exactly 22 per year for the last 2 years. this years
a 3kg mass with an initial velocity of 5.00i m/s collides with a sticks to 2.00 kg mass with a initial velocity of -3.00m/s find the final velocity of the composite mass.
A rectangular field Is 35m longer than it's width. The length of the perimeter is 290m. Create a linear system to model the situation?
rate of change occurs in a side of a triangle with respect to the change occurs in another side.a ladder that is 25
Records indicate that t hours past midnight, the temperature at the local airport was f(t) = -0.3t^2+4t+10 degrees Celsius. what was the average temperature at the airport between 9:00am and noon?
A graph has six vertices, every two of which are joined by an edge. Each edge is colored red or white. Show that the graph contains a monochromatic triangle (a triangle all of whose vertices have the same color.) Is the result ttrue for a graph wi..
conversion of angle measures from degrees to radians.the following chart shows some common angles with their degrees
Write an expression for the position function, x(t), of the particle at any time t, 0
Write the equation of the line passing through each of the given points with the indicated slope. Give your results in slope-intercept form, where possible. (1, -4), m = -4
A car traveling at 60 mph is brought to a stop, at constant deceleration, 88 feet from where the brakes are applied. How lond did it take for the car to stop?
Find the maximum value attained by the function f on the whole real line.
Five right circular cones, with the same height h = 50 cm, are to be constructed. The volumes of these cones are to be 200, 400, 800, 1600 and 3200 cm3. Find the radius of the base of each cone.
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