Question Adam Inc. is a manufacturing firm which designs and manufactures electric switches for use in construction. Below is the expected (budgeted) data for the start of next year: September October November 600 800 740 $20.00 $22.00 $21.00 Sales in units Sales price per unit August 400 $18.00 The desired ending inventory for finished goods (production) is 20% of next month's sales. The desired ending inventory for raw materials is 40% of the next month's raw material requirements. Raw material required for each unit of the product is 5 units. The cost of each unit of raw material is $3 per unit. Time required to assemble one (1) switch is 15 minutes. Workers are paid $20 per direct labour hour. Using the above information answer the following questions. Using the sales budget, calculate the budgeted sales for September. HINT: remember the entry rules! Complete the production budget. How many units will have to be produced in September to meet the requirements? HINT: What are the "Units to be produced" on the production budget for September? Prepare the Direct Materials Purchases Budget. What will be the cost of September's production? HINT: On the Direct Materials Purchases Budget, what will be the "Total direct materials cost"? Prepare the Direct Labour Budget. What will be the total direct labour cost (rounded to the nearest dollar) for September? A/

Explain how companies adapt their marketing strategies and mixes for international markets.

2. For a wave characterized by the electric field E(2,t) = fax cos(6t - kc) + ýa, cos(ot-k+8) identify the polarization state, determine the polarization angles (y,x), and sketch the locus of E(0.t) for each of the following cases: a) ax = 3 V/m, ay = 4 V/m, and 8 = 0° b) az = 3 V/m, ay = 4 V/m, and 8 = 180° c) ax = 3 V/m, ay = 3 V/m, and 8 = 45°

Suppose that a borrower and a lender agree on the nominal interest rate to be paid on a loan. Then, inflation turns out to be lower than they both expected. Is the real interest rate on this loan higher or lower than expected? Does the lender gain or lose from this unexpected condition? Does the borrower gain or lose?

2. In the above circuit, the initial conditions are all zero and the op-amp is ideal. (15 pts) A. Determine the transfer function, 𝐻(𝑠)=𝑉𝑂(𝑠)𝑉𝐼(𝑠) in one of the following forms: i) 𝐻(𝑠)=𝑘𝑐𝑠2+𝑏𝑠+𝑐 , where 𝑘,𝑏 and 𝑐 are constants; ii) 𝐻(𝑠)=𝑘𝑠2𝑠2+𝑏𝑠+𝑐 , where 𝑘,𝑏 and 𝑐 are constants; iii) 𝐻(𝑠)=𝑘𝑏𝑠𝑠2+𝑏𝑠+𝑐 , where 𝑘,𝑏 and 𝑐 are constants; iv) 𝐻(𝑠)=𝑘𝑠2+𝑐𝑠2+𝑏𝑠+𝑐 , where 𝑘,𝑏 and 𝑐 are constants. B. Determine the type of filter implemented by the circuit. C. If the circuit is a low-pass or high-pass filter, do Parts i and ii. If the circuit is a band-pass or band-reject filter, do Parts iii. i) Determine the order of the filter. ii) Find the values for the relevant components that will yield a gain of 8 under the requirement that ALL resistors must have a resistance greater than or equal to 1kΩ. iii) Find the values for the relevant components that will yield a bandwidth of 𝛽=12500 rad/s and a gain of 8 at the resonance frequency under the requirement that ALL resistors must have a resistance greater than or equal to 1kΩ. с RO R + V;(t) + Vo(t) bs 2. In the above circuit, the initial conditions are all zero and the op-amp is ideal. (15 pts) A. Determine the transfer function, H(S) Vo(s) in one of the following forms: V;(s) i) H(S) =k Sa+bs+c' where k, b and c are constants; s2 ii) H(S) = k where k, b and c are constants; 52+bs+c' iii) H(S) = k where k, b and c are constants; $2+bs+c' Sa+C iv) H(S) = k where k, b and c are constants. $2+bs+c' B. Determine the type of filter implemented by the circuit. C. If the circuit is a low-pass or high-pass filter, do Parts i and ii. If the circuit is a band- pass or band-reject filter, do Parts iii. i) Determine the order of the filter. ii) Find the values for the relevant components that will yield a gain of 8 under the requirement that ALL resistors must have a resistance greater than or equal to 1kl. iii) Find the values for the relevant components that will yield a bandwidth of B = 12500 rad/s and a gain of 8 at the resonance frequency under the requirement that ALL resistors must have a resistance greater than or equal to 1kN.

Q1) Assuming the passive sign convention, sketch the voltage which develops across the terminals of a 2.5 F capacitor in response to the current waveforms (3marks) a) i(t) (A) d t(s) 1 2 3 b) i(t) (A) 2 t(s) 2 3 c) i(t) (A) 3 t(s) 0 1 2 3

Let the functions of f,g and h be defined as follows: f:R → R, f(x) = 4x -3 g:R→ R, g(s) = x2 + 1 h:R → R, h(x) = Find rules for the following functions with domain and codomain R: i) f o f ii) f o g iii) g o f iv) f o h ſi if x>0 1 > 10 if x < 0 X