 Recent questions in Algebra foundations Michael Maggard 2021-12-21 Answered

Three cousins have ages that are consecutive integers. The product of the two older cousin's ages is twelve less than six times the sum of the younger two cousin's ages. Write an equation that could be solved to find the three cousin's ages. Find the ages of the three cousins algebraically. Betsy Rhone 2021-12-21 Answered

You had $10,000 to invest. You put x dollars in a safe, government-insured certificate of deposit paying 5% per year. You invested the remainder of the money in noninsured corporate bonds paying 12% per year. Your total interest earned at the end of the year is given by the algebraic expression $$\displaystyle{0.05}{x}+{0.12}{\left({10},{000}-{x}\right)}$$. a. Simplify the algebraic expression. b. Use each form of the algebraic expression to determine your total interest earned at the end of the year if you invested$6000 in the safe, government-insured certificate of deposit. Gregory Jones 2021-12-21 Answered

Solve the equation algebraically. Verify your results using a graphing utility. $$\displaystyle{x}{\left({1}+{2}{x}\right)}={\left({2}{x}-{1}\right)}{\left({x}-{2}\right)}$$ tebollahb 2021-12-21 Answered

Solve the following equation algebraically. Round to 2 decimal places. Show all work. $$\displaystyle{5}{e}^{{{x}+{2}}}-{8}={14}$$ Salvatore Boone 2021-12-21 Answered

A community college offers courses in Applied Algebra, Business Calculus, and Statistics. Each section of Applied Algebra has 50 students and earns the college $20,000 in revenue. Each section of Business Calculus has 20 students and earns the college$50,000 in revenue. Each section of Statistics has 30 students and earns the college $60.000 in revenue. Assuming the college wishes to offer a total of 7 sections, accommodate 230 students, and bring in$320,000 in revenue, how many sections of each course should they offer? ? sections of Applied Algebra ? sections of Business Calculus ? sections of Statistics chezmarylou1i 2021-12-21 Answered

Find the value of the given expressions a) $$\displaystyle{\left({2}+{3}\right)}^{{{2}}};$$ $$\displaystyle{2}^{{{2}}}+{3}^{{{2}}}$$ b) $$\displaystyle{\left({8}+{10}\right)}^{{{2}}};$$ $$\displaystyle{8}^{{{2}}}+{10}^{{{2}}}$$ c) Check whether the given statement is true or false: $$\displaystyle{T}{h}{e}{g}{i}{v}{e}{n}{\exp{{r}}}{e}{s}{s}{i}{o}{n}{s}{a}{r}{e}{P}{S}{K}{\left({a}+{b}\right)}^{{{2}}}={a}^{{{2}}}+{b}^{{{2}}}$$ Carole Yarbrough 2021-12-20 Answered

Dermine the solutions of the equation: $$\displaystyle{4}{b}^{{{2}}}-{100}={0}$$ algebraically Carole Yarbrough 2021-12-20 Answered

Write the trigonometric expression as an algebraic expression in u. $$\displaystyle{\sec{{\left({{\cos}^{{-{1}}}{u}}\right)}}}$$ guringpw 2021-12-20 Answered

Write an algebraic equation for the following problem and then solve it. When Angela and Walker first started working for the supermarket, their weekly salaries totaled $500. Now during the last 25 years Walker has seen his weekly salary triple. Angela has seen her weekly salary become four times larger. Together their weekly salaries now total$1740. How much did they each make 25 years ago? The algebraic equation is 1740. an expression sing x as the variable. Use integers or decimals for any numbers in the expression. Do not simplify.) socorraob 2021-12-20 Answered

The number of subscriptions to aninterior design magazine was 16,450 in 1996. Since then, the number of subscriptions has increased by 9.2% each year. Find the approximate number of subscriptions in 2018. A) 97,495 post office B) 102,984 movie theater C) 108,751 hair salon D) 114,042 amusement park E) 119,263 airport William Cleghorn 2021-12-20 Answered

Translate each statement into a linear equality or inequality then solve algebraically. 1. Seven more than three times a number equals eight less than four times the number. 2. Twelve minus nine times a number is the same as two minus eight times the number. 3. Five minus two times x is less than or equal to seven minus three times x. Jessie Lee 2021-12-20 Answered

An algebra teacher drove by a farmyard full of chickens and pigs. The teacher happened to notice that there were a total of 100 heads and 270 legs. How many chickens. were there? How many pigs were there? Dowqueuestbew1j 2021-12-20 Answered

A local salesman receives a base salary of $700 monthly. If his total sales receipts for the month exceed$1900, he also receives a commission of 9% on the portion of sales over $1900. How much would he have to sell in a month if he wants to have a monthly income of$2800? agreseza 2021-12-20 Answered

It takes you 50 minutes to get to campus. You spend t minutes walking to the bus stop and the rest of the time riding the bus. Your walking rate is 0.06 mile per minute and the bus travels at a rate of 0.5 mile per minute. The total distance walking and traveling by bus is given by the algebraic expression $$\displaystyle{0.06}{t}+{0.5}{\left({50}-{t}\right)}$$. a. Simplify the algebraic expression. b. Use each form of the algebraic expression to determine the total distance that you travel if you spend 20 minutes walking to the bus stop. eliaskidszs 2021-12-20 Answered

Using algebra, find the solution to the system of inequalities below $$\displaystyle{y}\le{5}-{3}{x}$$ $$\displaystyle{y}+{19}\geq{x}^{{{2}}}-{8}{x}$$ William Collins 2021-12-20 Answered

Solve the equation algebraically. Verify your results using a graphing utility. $$\displaystyle{\left({x}+{2}\right)}{\left({x}-{3}\right)}={\left({x}+{3}\right)}^{{{2}}}$$ Paligutanhk 2021-12-20 Answered

Solve the equation algebraically. Verify your results using a graphing utility. $$\displaystyle{3}-{2}{x}={2}-{x}$$ rheisf 2021-12-20 Answered

Solve the equation algebraically. Verify your results using a graphing utility. $$\displaystyle{5}{y}+{6}=-{18}-{y}$$ Josh Sizemore 2021-12-20 Answered

It takes 6 men 3 days to lay the foundations for a 30 sqm building. How many men will they need to lay the foundations of a 100sqm building and it needs to be completed in 2 days? ajedrezlaproa6j 2021-12-19 Answered

Solve the equation algebracially: $$\displaystyle{5}-{3}{x}={8}{x}-{20}$$

Foundations of Algebra can be encountered both in high school and during your college studies as the foundations of algebra answer that you may need will relate to anything from engineering and social statistics to data science and programming. The tricky part is that the foundations of Algebra will include both the basics and more complex questions where finding the answers can be a draining experience. Do not worry though as we have it all from equations to calculus functions provided as the answers to let you proceed with related challenges without spending days busy trying to solve a problem.
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