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Without using a calculator, evaluate each of the following:

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$\\var{c} \\div \\var{b}$ 

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$\\var{d} - (\\var{f})$

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$\\frac{\\var{a1}}{\\var{b1}}+\\frac{\\var{a2}}{\\var{b2}}$ 

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$(\\var{s1} \\frac{\\var{r1}}{\\var{r2}}+\\var{s2}\\frac{\\var{t1}}{\\var{t2}}) \\div \\frac{\\var{p1}}{\\var{p2}}$ [Please give your answer as a fraction]

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For each of the following questions, round your answer to given number of decimal places or significant figures as requested in the question.

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Express $\\var{x}$ minutes as a percentage of $\\var{y}$ hours. Round your answer to 2 decimal places. Note: you should not enter the '%' sign as part of your answer.

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Express $\\var{x}$ minutes as a fraction of $\\var{y}$ hours - write the fraction in its simplest form.

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Find $\\var{p1}$% of $\\var{p2}$. Round the result to first decimal place.

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In January 2021, a trader bought Bitcoin for €$\\var{b1}$ and sold it in April for €$\\var{s1}$. Calculate the percentage profit they made on the transaction. Round the result to 4th significant figure. Note: you should not enter the '%' sign as part of your answer.

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An insurance company charges a customer €$\\var{ci}$ for their car insurance. The price includes government insurance premium tax of $\\var{t1}$%. Calculate the cost before the tax was added. Round the value to the nearest cent.

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Abigail went on holiday to Perth, Australia in January 2020.

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Before she left, Abigail decided that she would bring AU\\$ $\\var{s1}$ on the holiday. The exchange rate at the time was €1 = AU\\$ $\\var{a1}$. Calculate how many euros she would have needed to convert to Australian dollars prior to leaving. Give your answer in euro rounded to the nearest cent. Note: you should not enter the '€' symbol in your answer.

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After returning from her holiday, she exchanged her remaining Australian dollars at the bank and received €$\\var{r1}$. If the exchange rate when she got back was €1 = AU\\$ $\\var{t2}$, how many AU\\$ did she return with? Round your answer to the nearest dollar. Note: you should not enter the '\\$' symbol in your answer.

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A piña colada cocktail recipe contains $\\var{dr1}$, $\\var{dr2}$, $\\var{dr3}$ and $\\var{dr4}$ in the ratio $2 \\frac{1}{2}:1 \\frac{1}{2}:1 \\frac{1}{2}:\\frac{1}{2}$. 

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Providing that you have $\\var{d1}$ ml of $\\var{dr1}$, how much of the other ingredients do you need to make the cocktail:

\n

\n

$\\var{dr2}$: [[0]]

\n

\n

\n

$\\var{dr3}$: [[1]]

\n

\n

$\\var{dr4}$: [[2]]

\n

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$\\var{p1}$% of MTU students use public transportation. Of those who use public transportation, $\\var{p2}$% arrive to college on time. Of those who do not use public transportation, $\\var{p3}$% arrive on time.

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What percentage of students arrive to college on time?

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Your time has elapsed.

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You have 5 minutes left to complete the exam, please ensure that you submit your answers.

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