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Quiz 6 - Math 1A, section 103
1. Use the Chain Rule to prove the following:
(a) The derivative of an even function is an odd function.
(b) The derivative of an odd function is an even function.
A woman 5 ft tall is standing near a lamp that is 12 ft tall. Find a function that models the Length L of her shadow in terms of her distance d from the base of the lamp.
Explain in your own words how to use the zero-factor property when solving a quadratic equation. Post a problem for classmates to solve.
Mr Tan wanted to sell his lamp. If he sell it at a discount of 10%, he will make a profit of $215. If he sell it at a discount of 20%, he will loss $170. How much was his original selling price.
TO stop a base runner standing on first base from stealing second base, the catcher must throw the ball directly from home plate to second base. Which best represents this distance?
Let C denote the circle |z| = 1, taken counterclockwise, and use the following steps to show that By using maclaurin series for e^z write the above integral as
Explain why you would use grouping when factoring 6x4 - 9x3 + 2xy - 3y and describe the steps in the process.
bob driving a new ford travles 330 miles in the same amount of time it takes jonh driving an old chevy and traveling 10 miles per hour faster to travel 390 miles how fast is john driving mph?
If this sides of a square are lengthened by 5cm, the area becomes 100cm^2. What is the length of an original side?
The mass is started in motion from the equilibrium position with an initial velocity of 1 ms-1 in the upward direction and with an applied external force. Find the subsequent motion of the mass if the force due to air resistance is
Fnd two linearly independent power series solutions of the given differential equation. Determine the radius of convergence of each series, and identify the general solution in terms of familiar elementary functions.
Determine the optimal shipments between the European ports and the warehouses and the distribution centers to minimize total transportation costs.
Tuo is standing due west of a library and his angle of elevation when looking up at the top is α. Nathan is standing due south of the same library and his angle of elevation when looking up is β. Let h be the height of the library, and let d be the d..
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