Tutors Answer Your Questions about Quadratic Equations (FREE)
Question 2805: I am a college student returning to classes after a 3 year break. I sure have forgotten a ton in the past three years! Here is my latest problem: How do I solve for X in this equation? Please show me the steps so I can repeat this type of problem. I feel so dunce! Thanks!
100X-4000/100X=.3
Click here to see answer by kiru_khandelwal(79) |
Question 2688: Use the equation y=x(squared)-3x-10
-compared to the graph of y=-3x(squared), does this graph open in the same direction or opposite?
-find x-intercepts for the graph
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could you please answer as soon as possible and please explain how you got your answer and why it is correct...thank you so much!
Click here to see answer by khwang(438) |
Question 3010: How do you find the domain and range of a quadratic equation??? And if I were to get a complex root from -40+/-the square root of negative 1472 all over 32. Would my X= -40+/- 8the square root of 23i all over 32? And if so, what are the steps to getting there???
Click here to see answer by longjonsilver(2297)  |
Question 3161: Is this a quadratic equation? x + 3 = the square root of 44 + 4x.
(NOTE: 44 + 4x is all under the radicand. I don't know how to factor it so that I can subtract 3 from both sides. Would very much appreciate problem detailed on the whole)
Click here to see answer by longjonsilver(2297)  |
Question 3161: Is this a quadratic equation? x + 3 = the square root of 44 + 4x.
(NOTE: 44 + 4x is all under the radicand. I don't know how to factor it so that I can subtract 3 from both sides. Would very much appreciate problem detailed on the whole)
Click here to see answer by khwang(438) |
Question 3274: SORRY! I caught a typo error in my question!! Given: h=-16 t squared +vt+ s, a ball can be thrown at 40 ft/s. Set the initial height at 0.
1. a.) When will the ball reach a height of 24 feet?
b.) When does the ball hit the ground?
2.) a.) If the ball is thrown at 64 ft/s, when will it reach 48 feet?
b.) When does the ball hit the ground?
Click here to see answer by khwang(438) |
Question 3394: At Allied Electronics, production has begun on the Unitel Computer Chip. The total cost function is given by C(x)=10x+14 and the total profit function is given by P(x)=-.3x^2+31x-14, where x represents the number of boxes of computer chips produced. The total revenue function, R(x), is such that R(x)=C(x)+P(x). Find the number of boxes, x, that maximizes the revenue.
Click here to see answer by khwang(438) |
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