Sir, why we use 2x2 and 4x2 to make 4 by 8 in simplest form why we don't use 1+1+1+1 by 1+1+1+1+1+1+1+1 and cut similar one to make 4 by 8 in simplest form
Another way we can think of simplifying fractions is to chose the factors of either denominator or numerator (whichever is smaller) and try to divide by that factor.
HOW TO SIMPLIFY FRACTIONS THE EASIEST WAY: If the difference between the numerator and denominator is 1, the fraction cannot be simplified. A. Ask: does the numerator go into the denominator evenly (i.e. without any remainder)? If yes, proceed to B. If not, proceed to C. B. Great! The simplest fraction is 1 over the number of times the numerator fits in the denominator. (e.g. 20/60, 20 fits evenly 3 times, hence 1/3.) C. Write the remainder, (e.g. 20/46, (20 fits 2 times in 46, with a remainder of) 6.) to the right of the fraction, and ask: does the remainder go evenly into the numerator? If yes, proceed to D. If not, proceed to E. D. Great! The "remainder" is the Greatest Common Factor. Divide both the numerator and denominator by the GCF/remainder to have the simplest fraction. E. Write the "new remainder" (using the last example, 20/46, 6 fits into 20 with a "new remainder" of 2) to the right of the previous "remainder", and ask: does the "new remainder" fit evenly into the previous "remainder" (2 into 6)? If yes, proceed to D. If not, proceed to E. Please, (with your amazing talent,) produce a video demonstrating it. //Euclidean Algorithm.
Hey Jason, Question does your Algebra 2 course include Advanced Algebra, algebra word problems and Matrix algebra like your algebra 2 tutor did? If not what order should I follow it after completing algebra 2 course. Thank you
I appreciate your work! Simplifying is valuable, but the emphasis should be on equivalency. Not on simplifying. There are times when simplifying is not optimal.
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omg thank you know I understand
This information is gold, I went through so many videos just to get my answer here! Awesome
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Sir, why we use 2x2 and 4x2 to make 4 by 8 in simplest form why we don't use 1+1+1+1 by 1+1+1+1+1+1+1+1 and cut similar one to make 4 by 8 in simplest form
best teacher ever had
I appreciate you efforts, like what you are providing here, keep the good work
Can we divide the smallest odd/even number by 3/2 and not the number itself ?
anybody 2024?
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Another way we can think of simplifying fractions is to chose the factors of either denominator or numerator (whichever is smaller) and try to divide by that factor.
Thanks dude
what a day!!! i dont like math but this got intresting!!!
:)
xoxo!!
HOW TO SIMPLIFY FRACTIONS THE EASIEST WAY:
If the difference between the numerator and denominator is 1, the fraction cannot be simplified.
A. Ask: does the numerator go into the denominator evenly (i.e. without any remainder)?
If yes, proceed to B.
If not, proceed to C.
B. Great! The simplest fraction is 1 over the number of times the numerator fits in the denominator. (e.g. 20/60, 20 fits evenly 3 times, hence 1/3.)
C. Write the remainder, (e.g. 20/46, (20 fits 2 times in 46, with a remainder of) 6.) to the right of the fraction, and ask: does the remainder go evenly into the numerator?
If yes, proceed to D.
If not, proceed to E.
D. Great! The "remainder" is the Greatest Common Factor. Divide both the numerator and denominator by the GCF/remainder to have the simplest fraction.
E. Write the "new remainder" (using the last example, 20/46, 6 fits into 20 with a "new remainder" of 2) to the right of the previous "remainder", and ask: does the "new remainder" fit evenly into the previous "remainder" (2 into 6)?
If yes, proceed to D.
If not, proceed to E.
Please, (with your amazing talent,) produce a video demonstrating it.
//Euclidean Algorithm.
Hey! I have been watching your videos for so long I absolutely love them! Do you think you could do a year 6 math maybe? Thanks if you do! 🥰😇
watching from kerala India, Excellent teaching
Me too!
4/12 why don't you divide by 4 instead of wasting our time
Professor Cheeks is the BEST!
im 19
Good go
Hey Jason,
Question does your Algebra 2 course include Advanced Algebra, algebra word problems and Matrix algebra like your algebra 2 tutor did?
If not what order should I follow it after completing algebra 2 course. Thank you
Now this is why Italians are the best at Fractional Numbers.
I appreciate your work! Simplifying is valuable, but the emphasis should be on equivalency. Not on simplifying. There are times when simplifying is not optimal.
Thanks! That is why I used the magnets - to emphasize equivalency. Thanks again! Jason
You're really helping me 😃 thanks you I appreciate
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