income  
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income - the amount of money, property, and other transfers of value received over a set period of time in exchange for services or products.

3/8 of income is rent. 360 is rent. How much is annual income
3/8 of income is rent. 360 is rent. How much is annual income Let i equal the annual income. We're told the following: 3i/8 = 360 To solve for i, we [URL='https://www.mathcelebrity.com/prop.php?num1=3i&num2=360&den1=8&den2=1&propsign=%3D&pl=Calculate+missing+proportion+value']type this in our math engine[/URL] and we get: i = [B]960 [MEDIA=youtube]8gue05tlEGQ[/MEDIA][/B]

A man invested part of $15,000 at 12% and the remainder at 8%. If his annual income from the investm
A man invested part of $15,000 at 12% and the remainder at 8%. If his annual income from the investments is $1456, how much does he have invested at each rate? Using our [URL='https://www.mathcelebrity.com/split-fund-interest-calculator.php?p=15000&i1=12&i2=8&itot=1456&pl=Calculate']split fund interest calculator[/URL], we get: [LIST] [*]Fund 1 Investment @ 12% = [B]6,400[/B] [*]Fund 2 Investment @ 8% =[B] [B]8,600[/B][/B] [/LIST]

A man invests $5,200, part at 4% and the balance at 3%. If his total income for the two investments
A man invests $5,200, part at 4% and the balance at 3%. If his total income for the two investments is $194, how much money did he invest at each rate? Using our [URL='https://www.mathcelebrity.com/split-fund-interest-calculator.php?p=5200&i1=4&i2=3&itot=194&pl=Calculate']split fund interest calculator[/URL], we get: [LIST] [*][B]Fund 1 = $3,800[/B] [*][B]Fund 2 = $1,400[/B] [/LIST]

A sample of 71 college students yields a mean annual income of $3595. Assuming that ? = $898, find t
A sample of 71 college students yields a mean annual income of $3595. Assuming that ? = $898, find the margin of error in estimating µ at the 99% level of confidence

A sample of 71 college students yields a mean annual income of $3595. Assuming that ? = $898, find t
A sample of 71 college students yields a mean annual income of $3595. Assuming that ? = $898, find the margin of error in estimating µ at the 99% level of confidence

A teacher who makes $54000 per year $8400 in taxes, and $1200 in union does what fraction of the tea
A teacher who makes $54000 per year $8400 in taxes, and $1200 in union does what fraction of the teacher’s income does she have left Calculate Net Income: Net income = Earnings - Taxes - Union Dues Net income = 54000 - 8400 - 1200 Net income = 44,400 Net Income Percent = 100% * Net Income / Earnings Net Income Percent = 100% * 44,400/54,000 Net Income Percent = 100% * 0.8222 Net Income Percent = [B]82.22%[/B]

A woman earns $2400 per month and budgets $480 per month for food. What percent of her monthly incom
A woman earns $2400 per month and budgets $480 per month for food. What percent of her monthly income is spent on food? 480/2400 using our [URL='http://www.mathcelebrity.com/perc.php?num=480&den=2400&pcheck=1&num1=16&pct1=80&pct2=70&den1=80&idpct1=10&hltype=1&idpct2=90&pct=82&decimal=+65.236&astart=12&aend=20&wp1=20&wp2=30&pl=Calculate']percentage calculator[/URL] is [B]20%[/B].

A woman whose income for the year was $42,800 paid $10,700 in taxes. What percent of her income did
A woman whose income for the year was $42,800 paid $10,700 in taxes. What percent of her income did she pay in taxes? Tax Percent = Tax Amount / Income * 100% Tax Percent = $10,700 / $42,800 * 100% Tax Percent = 0.25 * 100% Tax Percent = [B]25%[/B]

An investor has $300,000 to invest, part at 12% and the remainder in a less risky investment at 7%.
An investor has $300,000 to invest, part at 12% and the remainder in a less risky investment at 7%. If the investment goal is to have an annual income of $27,000, how much should be put in each investment? Using our [URL='https://www.mathcelebrity.com/split-fund-interest-calculator.php?p=300000&i1=12&i2=7&itot=27000&pl=Calculate']split-fund interest calculator[/URL], we get: [LIST] [*][B]$120,000 in the 12% Fund[/B] [*][B]$180,000 in the 7% Fund[/B] [/LIST]

As a salesperson you will earn $600 per month plus a commission of 20% of sales. Find the minimum am
As a salesperson you will earn $600 per month plus a commission of 20% of sales. Find the minimum amount of sales you need to make in order to receive a total income of at least $1500 per month. Let the amount of sales be s. The phrase [I]at least[/I] means greater than or equal to. Since 20% is 0.2, We want to know when: 0.20s + 600 >= 1500 We [URL='https://www.mathcelebrity.com/1unk.php?num=0.20s%2B600%3E%3D1500&pl=Solve']type this inequality into our search engine to solve for s[/URL] and we get: s >= [B]4500[/B]

Bud makes $400 more per month than maxine If their total income is $3600 how much does bud earn per
Bud makes $400 more per month than maxine If their total income is $3600 how much does bud earn per month Let Bud's earnings be b. Let Maxine's earnings be m. We're given two equations: [LIST=1] [*]b = m + 400 [*]b + m = 3600 [/LIST] To solve this system of equations, we substitute equation (1) into equation (2) for b m + 400 + m = 3600 To solve this equation for m, we [URL='https://www.mathcelebrity.com/1unk.php?num=m%2B400%2Bm%3D3600&pl=Solve']type it in our search engine[/URL] and we get: m = 1600 To solve for b, we substitute m = 1600 into equation (1) above: b = 1600 + 400 b = [B]2200[/B]

Budget Line Equation
Free Budget Line Equation Calculator - Solves for any one of the 5 items in the standard budget line equation:
Income (I)
Quantity of x = Qx
Quantity of y = Qy
Price of x = Px
Price of y = Py

Each calendar will selll for $5.00 each. Write an equation to model the total income,y, for selling
Each calendar will selll for $5.00 each. Write an equation to model the total income,y, for selling x calendars income (y) = Price * Quantity [B]y = 5x[/B]

Earnings Before Interest and Taxes (EBIT) and Net Income
Free Earnings Before Interest and Taxes (EBIT) and Net Income Calculator - Given inputs of sales, fixed costs, variable costs, depreciation, and taxes, this will determine EBIT and Net Income and Profit Margin

Harjap is a salesperson at an electronic store earning a base salary of $420 per week. She also earn
Harjap is a salesperson at an electronic store earning a base salary of $420 per week. She also earns 2.0% commission on sales each month. This month she had $131600 in sales. What was harjaps gross income for this month? [U]Calculate Monthly Gross Income:[/U] Gross Income = Monthly Base Salary + Commissions [U]Calculate Monthly Base Salary:[/U] Monthly Base Salary = Weekly Base Salary * 4 Monthly Base Salary = $420 * 4 Monthly Base Salary = $1,680 [U]Calculate Commissions:[/U] Commissions = Sales * Commission Percent Commissions = $131,600 * 2% Since 2% as a decimal is 0.02, we have: Commissions = $131,600 * 0.02 Commissions = $2,632 [U]Calculate Monthly Gross Income:[/U] Gross Income = Monthly Base Salary + Commissions Gross Income = $1,680 + $2632 Gross Income = [B]$4,312[/B]

If david gets a $60 raise, he will be getting $290. What is his present income?
If david gets a $60 raise, he will be getting $290. What is his present income? Present Income = Post-Raise Income - Raise Present Income = 290 - 60 Present Income = [B]230[/B]

Income Elasticity of Demand
Free Income Elasticity of Demand Calculator - Calculates the income elasticity of demand using demand changes and income changes. Inputs are demand 1 and demand 0 and income 1 and income 0.

Isaac invested $5000 at two different rates, 4% and 6.5% if his total interest income was $250, how
Isaac invested $5000 at two different rates, 4% and 6.5% if his total interest income was $250, how much did he invest at each rate? Using our [URL='https://www.mathcelebrity.com/split-fund-interest-calculator.php?p=5000&i1=4&i2=6.5&itot=250&pl=Calculate']split fund calculator[/URL], we have the following investments per fund: Fund 1: [B]$3,000[/B] Fund 2: [B]$2,000[/B]

John is paid a retainer of $550 a week as well as a 2% commission on sales made. Find his income for
John is paid a retainer of $550 a week as well as a 2% commission on sales made. Find his income for the week if in one week he sells cars worth of $80000 Set up the income function C(s) where s is the number of sales for a week. Since 2% can be written as 0.02, we have: I(s) = Retainer + 2% of sales I(s) = 550 + 0.02s The problem asks for a I(s) where s = 80,000: I(s) = 550 + 0.02(80000) I(s) = 550 + 1600 I(s) = [B]2150[/B]

Leonard earned $100 from a bonus plus $15 per day (d) at his job this week. Which of the following e
Leonard earned $100 from a bonus plus $15 per day (d) at his job this week. Which of the following expressions best represents Leonards income for the week? We set up an income function I(d), were d is the number of days Leonard works: [B]I(d) = 15d + 100 [/B] Each day, Leonard earns $15. Then we add on the $100 bonus

Melinda is paid 17000 per year. She is also paid a sales commission of 5% of the value of her sales.
Melinda is paid 17000 per year. She is also paid a sales commission of 5% of the value of her sales. Last year she sold 344000 worth of products. What percent of her total income was her commission? Calculate Melinda's commission: 344,000 * 0.05 = 17,200 Calculate her total income for the year Total Income = Base Pay + Commission Total Income = 17,000 + 17,200 Total Income = 34,200 Calculate the percent of her income which is commission: Commission Income Percent = 100 * 17,200/34,200 Commission Income Percent = 100 * 0.5029 [B]Commission Income Percent = 50.29%[/B]

My dad’s annual income is $8460. What is the monthly income of my dad?
My dad’s annual income is $8460. What is the monthly income of my dad? Monthly Income = Annual Income / 12 Monthly Income = 8460/12 Monthly Income = [B]$705[/B]

Solve Problem
A sample of 71 college students yields a mean annual income of $3595. Assuming that ? = $898, find the margin of error in estimating µ at the 99% level of confidence

The income i is directly proportional to working hours h
The income i is directly proportional to working hours h The phrase [I]directly proportional[/I] means there exists a constant k such that: [B]I = kh[/B]

The Palafoxes make $3,840 a month. They spend $1,600 for rent. What fraction of their income goes to
The Palafoxes make $3,840 a month. They spend $1,600 for rent. What fraction of their income goes to rent? Rent Payment Fraction = Rent Payment / Total Income Rent Payment Fraction = 1600 / 3840 Our greatest common factor of 1600 and 3840 is 320. So if we divide 1600 and 3840 by 320, we get: Rent Payment Fraction = [B]5/12 [MEDIA=youtube]DsXk6AKT18M[/MEDIA][/B]

You have $250,000 in an IRA (Individual Retirement Account) at the time you retire. You have the op
You have $250,000 in an IRA (Individual Retirement Account) at the time you retire. You have the option of investing this money in two funds: Fund A pays 5.4% annually and Fund B pays 7.9% annually. How should you divide your money between fund Fund A and Fund B to produce an annual interest income of $14,750? You should invest $______in Fund A and $___________in Fund B. Equation is x(.079) + (250,000 - x).054 = 14,750 .025x + 13,500 = 14,750 .025x = 1,250 [B]x = 50,000 for Fund A[/B] So at 5.4%, we have 250,000 - 50,000 = [B]200,000[/B] for the other fund B.