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Questions 1. Solve for x in the following algebra problem. $$32 = \frac{x - 17}{2}$$ 2. Solve for n in the algebra problem below. $$96 = \frac{24}{n}$$

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125% of her wealth in the S&P 500 index fund. Explain how that can be accomplished. What is the client’s allocation to T-Bills?

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_________ pay is based on manufacturing revenue, while __________ pay is based on sales revenue. Multiple Choice Exempt; nonexempt Commission; overtime Piece-rate; commission Commission; piece-rate

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18. Minimize the following DFA

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9. Suppose $0 < a < b$. (a) Prove that $(1 + \ln a)(b - a) < b\ln b - a\ln a < (1 + \ln b)(b - a)$. (b) Prove that there exists $c \in (a, b)$ such that $ae^b - be^a = (b - a)(c - 1)e^c$.

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4. Create a function `clicker-grades`, that consumes two lists of symbols of equal length. Each symbol will be one of 'a', 'b', 'c', 'd', or 'e'. The first list, `corr-answers`, contains the correct answers to the clicker questions. The second list, `stu-answers`, contains a student's answers to the clicker questions. You may assume that the first element of `corr-answers` corresponds to the first element of `stu-answers`, and so on. `clicker-grades` produces the number of correct responses the student gave. For example: (clicker-grades (list 'a 'a 'b 'c) (list 'a 'd 'b 'd)) => 2

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Question 3: (5points) 25% (CLO1: 20% CLO2 80%) a- Using the Given code for testing the UART write a C code that send a string of data bytes. The data to be sent is the 16 bit number read as input from port B. 2 secs delay is to be introduced between each data entry to port B. b- Using the Given code for testing the UART write a C code that receives the message sent in part a and store the data in the 16 bit array uint16 au16_a[100]. void main(void) { T2CON=0x0030; PR2=39061; _TRISB5=0; _T2IF=0; T2CONbits.TON=1; While (1) { if (_T2IF==1) { _T2IF=0; _LATB5 = !_LATB5; }//while } // main int main (void) { int8 b; config_UART1_polling (19200); while (1) { if (UISTAbits.URXDA) { b= UIRXREG; // wait until transmitt buffer is not full while (UISTAbits.UTXBF==1); UITXREG = !b; // Other program code that can be executed (non-blocked) } // while } // main

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If 0.900 g of glucose are burned in a bomb calorimeter, the temperature of the 600. g of water in the calorimeter increases from 15.40 $^\circ$C to 20.10 $^\circ$C. If the heat capacity of the calorimeter is 470. $\frac{J}{^\circ C}$, what is the value of $q$ for the combustion of the glucose sample? \begin{itemize} \item Use $C_{water} = 4.184 \frac{J}{g^\circ C}$. \item Report your answer using three significant figures. \end{itemize}

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What are the relative advantages and disadvantages of the basic entry strategies that firms have available to them when they enter international markets.

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Approximate ln(3) using two iterations of Newton's Method and x0=1. [In other words, calculate x2.] Provide all decimals as I showed you in the video lecture. [You should be within 10^âˆ’9.]

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adam r.