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Solve the following by a series...A rabbit and a turtle have a foot race. The Turtle receives a 100 foot head start. The rabbit is tens times as fast as the turtle. How far must the rabbit run to catch the turtle?
What size squares should be cut from each corner in order to maximize the volume of the box and what is the maximum volume of the box?
Determine any equilibrium solutions, and classify as stable or unstable.
What velocity should the bird have (speed is the same) so that the temperature around the bird increase as fast as possible? What is the rate of change of the temperature?
Gary wants his savings to last exactly 25 years. How much money can he withdraw each month?
Math: Linear Transformation of the Space of Polynomials, Which of the following is a linear transformation T of the space of polynomials? Circle the letters corresponding to correct answers.
Construct a stem and leaf plot of the data.
Seiji and Gavin both worked hard over the summer. Together, they earned a total of $425. Gavin earned $25 more than Seiji. How much did each of them earn?
The arrival rate for a certain waiting line system obeys a Poisson distribution with a mean of 05. unit per period. It is required that the probability of one or more units in the system not exceed 0.20.
A certain population has a mean of 488 and a standard deviation of 31. Many samples of size 51 are randomly selected and the means calculated.
The exact value of the indicated trigonometric function.
Satisfies the Cauchy-Riemann equations
The parabola y= x^2+4 has two tangents which pass through the point (0,-2). One is tangent to the parabola at (a, a^2+4) and the other at (-a, a^2+4) where a is a certain positive number. The question is a=?
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