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thomas colomer

thomas c.

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Question 8 (1 point) (Show all correct answers) A \_\_\_\_ will \_\_\_\_ the amount bought and sold. a) Tax; decrease b) Subsidy; increase c) Binding price ceiling; decrease d) Binding price floor; increase

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Consider f(t) = Ae^t + Be^-t where A and B are constants and 0 < B < A. Find the intervals where f is increasing and where it is decreasing. Find the t values of all local maxima and minima of f

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1. While Lily was performing the clean exercise, an instantaneous vertical acceleration of 3.57 m/s$^2$ was acting on the bar. a. If the mass of the barbell and plates was 90 kg, what instantaneous net force was being applied to the bar to create that acceleration? (7 pts) b. If the only forces acting on the bar are the force from Lily and gravity, what force is Lily creating on the bar? (7 pts)

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T<sub>ambient</sub> = 25<sup>o</sup>C Figure Q3: Heat Transfer by sun radiation Refer to figure 3, in summer session, the person (average area = 1.6 m<sup>2</sup>) with the temperature body is 37 <sup>o</sup>C and the ambient temperature is 25 <sup>o</sup>C. Consider the Stefan Boltzman coefficient given 5.676 x 10<sup>8</sup> W/m<sup>2</sup>.K<sup>4</sup> and the person is black body, Calculate:- (a) The rate of heat transfer emitted to person by radiation in W ans 122.52 W (b) The rate of heat transfer of radiation if the person is grey bodies, the emissivity is 0.80 ans 98W (c) What is your conclusion for answer (b) and (c)?

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bool insert(string s) (10): this method takes as an input parameter a string (which will be stored as the data when a node is created to be inserted) and returns true if the data is inserted successfully, false otherwise. Be aware: when you insert a new node into the binary search tree, this method should call the setHeights method to adjust the heights TNode *find(string s) (6): finds whether s is in the data in the tree and if it is, returns the node holding s. Otherwise it returns NULL.

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Let M be equipped with an inner product. Here, qgtqpg+p+1qg<gV n-131a-1. a) A vector of magnitude 7 in the opposite direction of vector. b) 4(A,B) The angle between vectors.

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Question 9. (10pts) Consider the polynomial function, $f(x) = 2x^4 - 7x^3 + 4x^2 + 7x - 6$. (a) Does the graph intersect the x-axis between $x = -1/2$ and $x = 0$? (b) Does the graph intersect the x-axis between $x = 0$ and $x = 5/4$? Hint: intermediate value theorem.

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Please turn this C code into pseudo-assembly (NOT NORMAL ASSEMBLY): unsigned int multiply_unsigned(unsigned int a, unsigned int b){ unsigned int res; unsigned int ta; unsigned int tb; res = ((unsigned int) 0); ta = a; tb = b; for (int i = 0; i < (sizeof(a) << 3); i++){ //compare to 32 first if ((ta & ((unsigned int) 1)) != ((unsigned int) 0)){ res += tb; } ta >>= 1; tb <<= 1; } return res; }

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How many polygons can be possibly formed from 6 distinct points on a plane, no three of which are collinear?

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Solve the following triangle showing all of your steps (you need all three side lengths and all three angle measures) (Complete for a maximum of a level 3+) i) 105° 12 cm 6 m 45° 65° ii) 13 cm

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