Advanced Exponent Math Problems (No Calculator): negative exponents, power to power, fractions...
In this video we practice some advanced algebra problems involving exponents without the use of a calculator. Lets review how to handle negative exponents, power to power (exponents with an exponent attached to it), fractions as exponents (fractional exponents), exponents on parenthesis, Complex monomials, monomials with exponents, monomial operations, and Radicals in denominators
Everything you Need to know About Exponents Tutorial Video
https://www.youtube.com/watch?v=WnNraCJFhAs
How to Solve for Expressions with multiple Variables (without plugging in any values for the variables)
https://www.youtube.com/watch?v=Lk8-8hvCAX8
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@PathToMath.
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Everything you need to know about exponents: Negative exponents,/Fractional exponents/Power to Power
Everything you need to know about exponents basic to advanced is in this youtube video. Subscribe for more videos and leave a request in the comments, I'm happy to help you out with your math needs
power to power is when you have an exponent with an exponent. You need to multiply the exponents to simplify.
Negative exponents need to be taken care of, you can do so by flipping the term that has the negative exponent to the other side of the fraction that its in.
fractional exponents need to be converted into radicals (sadly). I cover how to simplify radicals in a different youtube video. But i show you how to convert the fractional exponent into a radical in this one!
Thanks for watching!
#maths #mathematics #mathshorts #math #tipsandtricks #tips #study #review #asmr #voice #asmrsounds #asmrvideo #asmrrelax #tutorial #tutorials #mathstricks #exponential #exponent #basic #basicmaths #learning #multiplication #mathtricks #algebra #algebratricks #school #virtual
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Solving for an Expression (without plugging in any values): SAT Math Practice Problem (Expressions)
In this video we start with simple examples and then work our way up to more difficult practice problems. The key concept practiced is identifying a pattern between two expressions. By identifying this change (multiplication or division) you can save plenty of time on systems of equations as well as solve tricky math problems which ask for the value of an expression. Sometimes you can't solve for the individual variables, so this technique can be used in many situations on the SAT.
Thanks for watching! If you have any recommendations or requests for math topics you need help with, please let me know. I'm here to help and even if you're the only one asking for a topic i'm dedicated to helping people!
#maths #math #sat #mathematics #tips #tipsandtricks #hacks #review #study #algebra #school #tutorial #subscribe #asmr
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SAT Lesson 9 Math Test Prep: Triangles and Angles (solving for the sides and angles of triangles)
In our SAT Test Prep Academy, we cover triangles and angles in lesson 9. This is a very common topic on the SAT. You'll be expected to identify vertical angles, supplementary angles, and complimentary angles. You will most likely see combinations of these on the same diagram, so make sure you can identify them and apply them into a solvable equation quickly!
Any math requests? let us know, we're happy to help, thanks for the rumbles!
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SAT Math Help Lesson 8: Percentages and Word Equations (One way to solve all percentages!)
Hey everyone, in this demo i talk about how to solve for equations involving percentages, this is lesson 8 of our SAT math boot camp.
The equation is the same, (original)(decimal)=(result) however the decimal will depend on what type of situation you're in regarding the percent being taken. There are 3 different situations that you will have to evaluate: Increasing, Decreasing, and Percent Of.
i hope this vid helps, any math requests please let me know and i'll make more content for you and the topics you request! thanks!
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SAT Lesson 6: Parabolas (Solving, factoring, and graphing quadratic functions)
Here is a short Demo of our lesson 6 curriculum for the SAT. Be sure to get comfortable with factoring parabolas. Also be able to identify parts of the parabola from the standard form and vertex form.
What topics do you need help with? we'll make content for you!
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SAT Lesson 5: Inequalities and solving inequalities (double inequalities)
This video covers inequalities which is another topic on the SAT. You can solve and graph inequalities by treating them like a regular equation. To graph them, set them in slope int form, y=mx+b but the inequality symbol will provide two vital details about your graph.
Check out our content for more math tips, and feel free to recommend more content thank you!
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SAT Lesson 4: Systems of Equations
A system of equations will show up on the SAT, Path to Math covers systems of equations in lesson 4 of our SAT Math Bootcamp.
A system of equations is basically two lines on the same coordinate. The point where the two lines intersect is called the "solution" and this point can be found in multiple ways. Graphing the lines can help, but not if the solution involves large numbers or decimals. To accurately find the point where they intersect, you should use elimination or substitution, shown in the video.
Thanks for watching, add our channel for more content and thanks for the support. Leave ant recommendations in the comments, thank you!
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SAT Lesson 3: Ratio, Scale, and Proportions (SAT Test Prep Path to Math)
The SAT math sections tests your knowledge on Ratio, Scale, and Proportions. Use this technique to quickly set up an equation relating two fractions that will have only one unknown variable. This way, you can quickly solve for the unknown.
This technique works with word problems involving scaling objects, ratios, even percentages. As well as, drawn models of shapes with correlating sides, such as similar triangles.
This is a sneak peak of Path to Math's Lesson 3 for the SAT, feel free to inquire about to Path to Math's services, or, request content in the comments! thanks for the support!
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SAT Review Lesson 2: Using LCD to eliminate fractions in an equation (SAT Math review)
This video covers a helpful technique for eliminating fractions in an equation. Use the LCD by multiplying it across both sides of the equation and now your equation is easier to solve!
LCD is the least common denominator, and can be found by multiplying all the denominators together. (Sometimes, multiplying the denominators will give you a common denominator, but not the least common denominator, this just means you will have more simplification to do after you multiply every term by the common denominator.)
Any requests for other math topics please let us know! thanks!
for more math help contact:
mr.dante@pathtomath.us
(305)615 6347
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SAT Lesson 1 Practice Problems: Combining Variables (SAT review)
This video demonstrates a part of Lesson 1 from our SAT math boot camp, showing you how to combine variables with different operations. Adding subtracting multiplying and dividing variables is a necessary math skill to succeed on the SAT.
Adding/Subtracting: combine the coefficients only if you have an exact match of variables and exponents
Multiplying: Always multiply the coefficients, but only add the exponents of matching variables
Dividing: Always divide the coefficients, but only subtract the exponents of matching variables.
For more help contact us! Also, feel free to request other math topics!
Mr.dante@pathtomath.us
(305) 615 6347
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