APPLICATIONS FOR QUADRATIC EQUATIONS | Most Common Word Problems | Algebra 1

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Learn how to solve the most common word problems for applications of quadratic equations with this step-by-step tutorial! We'll go through how to solve for when the rock or ball hits the ground after being tossed in the air, how to maximize the area when building a fence, and how to maximize revenue and profit.

Timestamps:
00:00 - Intro
00:34 - Projectiles
02:43 - Building Fences
05:36 - Maximizing Profit
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I am a part-time math tutor who is passionate about making math education easy and accessible. As an engineering student and now technology consultant, math has always been a huge and positive part of my life and I want to share that excitement! Whether you're a teacher, parent, student, or fellow tutor, I hope you enjoy my videos and explore different ways to learn and teach math.

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Tags: remote learning algebra 1, application of quadratic equation word problems, applications for quadratic equations, quadratic equation applications, application of quadratic equations, real world examples of quadratic equations, solving word problems with quadratic equations, quadratic applications word problems, most common word problems, common word problems algebra 1, applications of quadratic functions, quadratic application problems
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This was very useful especially since we are still studying quadratic equations in high school😁. Thanks a lot.

zianjohnillustrisimo
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Seriously awesome video. Explained everything in a few minutes, more useful that hours of class at school .

mariammansour
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Love the way you gave realistic exam question examples! Great vid.

boracolin
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Late to the party but this was wonderful help. Thank you

maninham
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If your frame of reference is at the top of the building, then the height h = -200 not 0. So t = 5.16 sec.

alexstutorial
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Thanks for the video! Also, what are the formulas?

MrTesfayesus
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Wow you made it look so easy 💯🤝.That's was very well explained, plz another video, or is it okay to email you a question?

humphreymulenga
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Was asked if the quadratic applied to equations where x has a power greater than 2. anyway, nice work. Oh, dropped the 2 when rewriting your sq root?

roginutah
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Is the value of n ok? I mean the max poin

serahmulenga
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you have messed up while entering equation into the calculator

jzuqgkp
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it was √12825. So it should be 113.24 and then calculate it.

zikresarkar
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how you go from 12825 to 1285 on the first one

IyadElBaz
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Can I ask is the answer to the first question correct?

norvegicusbass
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Shouldn't the question in PT 3 be "how to maximize.revenue" instead of "how to max profit"? Higher revenue doesn't always equate to higher profit.

ponzianomanning
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Regina should not be tossing rocks off buildings, that is extremely dangerous.

JacksonWinkates