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On your way home from the grocery store you witness a car accident. Later, a police officer calls you on the phone and questions you about the accident. Which form of the memory process are you using to tell the officer what happened?

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5. A red blood cell is placed in pure (deionized) water- Describe this water compared to the red blood cell- Describe what will happen to the red blood cell- Describe the molecular events responsible for what happens- Write the scientific word to describe changes related to the total number of solute particles in a solution.

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Question 1 [38 marks] The Ministry of Transportation is building an information system to collect and manage information about driving schools, driving test centres and drivers across the province. The driving test centres administer driving tests to people wishing to obtain a driving license and communicate the results to the Ministry. The Ministry issues driver’s licenses based on the test results communicated to it by the operators of the licensed driving test centres. The province has a graduated licensing system for drivers. Graduated licensing lets new drivers get driving experience and skills gradually. There are several types of licenses. Each license certifies a driver to drive a specific type of vehicle. ● Class A. Allowed to drive any tractor–trailer combination. May also drive in class D and G ● Class B. Allowed to drive any school purposes bus. May also drive in class C, D, E, F and G ● Class C. Allowed to drive any regular bus. May also drive vehicles in class D, F and G. ● Class D. A motor vehicle exceeding 11,000 kilograms gross weight or registered gross weight or any truck or combination provided the towed vehicle is not over 4,600 kilograms. May also drive in class G ● Class E. Allowed to drive any school purposes bus - maximum of 24-passenger capacity. May also drive in class F and G ● Class F. Allowed to drive

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Solve for the reaction forces $A_x$, $A_y$, and $C_y$ Answers: $A_x = $ 0 lb $A_y = $ lb $C_y = $ lb

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Find the equations of any vertical asymptotes for the function below. f(x) = \frac{x^2 + 5x}{x^3 - 9x}

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The concept of "working against resistance" is a key principle of Cardiorespiratory Endurance Muscular Strength Muscular Endurance Flexibility

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For the following exercises, convert the parametric equations of a curve into rectangular form. No sketch is necessary. State the domain of the rectangular form. x=t^2 -1, y=t/2

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?Part A An electric dipole is made of two charges of equal magnitudes and opposite signs. The positive charge, q=7.0 µC, is located at the point (x,y,z)=(3.0 cm,0 cm, 0 cm) , while the negative charge is located at the point (x,y,z)=(-3.0 cm, 0 cm, 0 cm). How much work will be done by an electric field $\vec{E}=(6.0\times10^6\text{ N/C})\hat{j}$ to rotate the dipoles by 60$^\circ$? Hint: $\hat{j}$ is the unit vector along the y axis (same as $\hat{y}$) ? 2.2 J ? 0.3 J ? 5.2 J ? 0 J ? 21.8 J Submit Request Answer

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4.3-9 DSB-SC signals can also be demodulated by using a pair of crystals. Given a DSB-SC signal $\phi(t)$, show that by constructing its sum and its difference with the local oscillator output $cos\ \omega_c t$, we can demodulate DSB-SC signals without using multipliers.

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Question 3: (a) Write down the numerical value that is returned by Matlab if the following is typed into the command window: (i) 24/2/(2/0.5) (ii) 8*4^2*0.5 (iii) (1+24/12*2)*30/2*5 (b) For the vector u = [2 1 4 5] what answer is returned by Matlab if the following is typed in the command window: (i) u.* u (ii) u * u' (iii) u'*u (c) Write a Matlab script to solve the following set of simultaneous equations for x1, x2, and x3 using the matrix inversion method: 1x1 + 6x2 - 3x3 = 4 3x1 + 3x2 + 3x3 = 7 4x1 - x2 - 3x3 = -6 Note: You are not required to determine the values of x1, x2, and x3. You are just required to write a Matlab script that can be used to find the solution. (d) Write a Matlab script that does the following: For -10? ? ? ? 10? create a vector ? with 100 elements. Use a for loop to loop over each element of ? to create the elements of a vector y such that y = Sin(?)Cos(?) Using an if statement, create a second vector z, so that an element of z has a value of 10 if the corresponding element of y is positive. Otherwise an element of z is given a value of 5. Plot ? versus y and ? versus z on the same graph. Include the label "?" on the x-axis.

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