b) Ahmad Co. produces two goods I and II, in amounts of q, and q2, and these are sold at pricespiand p2 per unit, respectively. The demands for the two goods are given byp =17- (39 +2q ), p_ =14– _(4q +5q )+5q ?2214And the total costs to produce q1 and q2 of the two goods areC=8+qı +q2.i. Find the production levels that would maximize total profitsThe corresponding prices of the two goodsThe maximum profit.ii.iii.

Answered: Image /qna-images/answer/0d9cd56d-1ce3-4514-aea2-1ad0a1acc195.jpg

Answered: b) Ahmad Co. produces two goods I and…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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03. A textile company find its monthly profit, P, is given by this equation P(x) = -6x? + 36x + 840, where x is the selling price for each unit of the fabric. What is the best estimate of the price per unit that the company can charge in order to maximize the profit? А. X-894 В. х-840 С. х-3 D. x=5 E. not given
15. Rahj owns a hardware store. For every increase of 10¢ in the price A of a package of batteries, he estimates that sales decrease by 10 packages per day. The store normally sells 700 packages of batteries per day, at $5.00 per package. a) Determine an equation for the revenue, y, when x packages of batteries are sold. b) What is the maximum daily revenue that Rahj can expect from battery sales? c) How many packages of batteries are sold when the revenue is at a maximum?
11. Solve for x. E & B 8 13. If mED= (9x-3), mBF = (15x - 39), and m/BCF = (11x-9), find mED. a X V 105 14. If mWVX= (13x + 9) and mZWXZ = (5x + 36), find mZWXY. R K (32 (2x + 7) L 78 15. If mQT = (27x + 3), mRT = (9x - 5) and m/RST = (10x - 2)°, find mRT. S M 12. Solve for x. (17x-23)- 49 16. If m/JKL = (8x-9), mJL = (12x - 28), and mJML = (25x - 13), find mJML. 81" 74 Gina Wilson (All Things Algebra), 2015
18. The amount of sugar in a fermenting batch of beer is 5 grams. It decreases with time at a rate of 0.6 grams every 4 days. a) Determine the independent and dependent variable. b) Write the linear equation that describes this situation. c) How long will it take the amount of sugar to reach 3 grams?
14) The equation of the least squares regression line between the dose of medication in mg (x) and the patients' systolic blood pressure (y) is... ŷ = -10x + 170 a) Use the regression line to estimate the systolic blood pressure for a patient taking 4 mg of medication. b) If we want to have a systolic blood pressure of 110, use the regression line to estimate the appropriate dose.
1) The slope of a horizontal line is . .......... 2) S(x) Vx is called .. function. 3) Profit occurs, when cost is than revenue. 4) Equation of line passing through (7, 5) and (-3, -5) and its slope is . 5) Two lines are perpendicular, if the slope of the first line is 4 then the slope of the second line is 6) In a Cartesian coordinate system, the .is the point where the axes of the system intersect. 7) If * 0, f(x) is called .. .function. 8) If a vertical line intersects a graph in more than ………..popint, the graph is not a ...... graph of a function. 9) The slope of line 12x 6y 7 is .................. 10) g(x) 2x 2x 1,where a 2, b 2, с 1 then g(x). .. value.
Need only handwritten solution only (not typed one).
4. What is/are the x- intercept(s) to the following quadratic function? 2 points (3x +5) (4x - 1) = 0 (음) (1.0) (승.0) (-) Option 1 Option 2 (o.) (o. -) (.) (0.-) (0. 3 O Option 3 Option 4
8. What is the slope of the fine that passes through the points (4, 5) and (7, 3y? The solution of the quadratic equation 2x2 -x-14 = 0 is 9. -1t VIII A. 1t VI13 C. 2 4. -1t VI13 D. В. 4 2 Due Monday @ 8:53 am

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