Oh, dude, I mean, like, any career that involves math, which is basically every career these days, uses ratios and proportions. Whether you're a chef figuring out ingredient measurements or a scientist analyzing data, ratios and proportions are like the unsung heroes of the working world. So, like, if you wanna avoid them, good luck finding a job that doesn't involve numbers!
Well, honey, jobs that involve fractions are like a baker measuring ingredients for a cake, a carpenter cutting wood to the nearest quarter inch, or a nurse calculating medication dosages. Basically, any job that requires precision and accuracy in measurements or calculations is gonna have you dealing with those pesky little fractions. Hope that clears things up for ya, sweetheart!
A pie chart
Percents are used alot in everyday life. Especially in the career of business, such as finance and accounts. Also, in banks for APR ratings and cashflow.. so anything associated with money uses percentages alot. Percents are used alot in everyday life. Especially in the career of business, such as finance and accounts. Also, in banks for APR ratings and cashflow.. so anything associated with money uses percentages alot.
Virtual memory
This graph is called the x graph.
Ratio uses 2 similar things and compares them while proportions uses ratios to compare, they both compare objects or items ------ Pao Xiong
They're used for power transfer and to create gearing ratios.
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it is when you go to a career and you learn about cordinate planes
event planning
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Stoichiometry uses coefficient ratios to relate moles of one molecule to moles of another
chemical formula
A chemical formula is a shorthand that uses symbols to represent the elements in a compound and show their ratios. For example, the chemical formula for water is H2O, indicating that it is made up of two hydrogen atoms for every one oxygen atom.
Math teachers.
Stoichiometry uses coefficient ratios to relate moles of one molecule to moles of another
Indirect measurement is a technique that uses proportions to find a measurement when direct measurement is not possible.