Negative Exponents and Fractional Exponents - Examples
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- Опубликовано: 11 сен 2024
- Thanks to all of you who support me on Patreon. You da real mvps! $1 per month helps!! :) / patrickjmt !! Negative Exponents and Fractional Exponents - Examples
your videos are simple- no gimmick and so detailed. i truly appreciate you taking the time to make these videos!!!!
lol I cant sit down & listen to my pre-recorded lectures but I can listen to you for hours! Thanks for the video. It really helps me with these online classes circumstances :)
I have the feeling that this guy is going to make me pass Calc 1
did you pass?
How do I know if the imaginary one is placed in the numerator or denominator. Please help
Yeah, did you pass? I passed Calc 1 thanks to him. Now unto, Calc 2!
I hope you passed
Thank you so much for your videos...you are clear and make the subject matter easy to comprehend. I wish that you were my professor. Thanks again!
your voice helps me understand lol :)))
Thank you for your excellent video. Very helpful when doing 8th grade math. We are fans!
that part about the trick of not being able to get rid of negative exponents if there is addition is good to know!
Hi! Thanks for this. So what step do we take if there is a + sign and not multiplication? How can it be simplified?
Seperate the numerator
He made that comment 4 years ago when you replied so assuming he was in his sophomore year when he commented he could have gotten his associates degree when you commented
@@ChewedUpSpaghetti lol you're right. At least some students will now know.
What if there are unlike bases
This is great, really cuts to the chase and explains clearly with examples.
Awesome explanation of all relative concepts.
hello Ive noticed at 2:12 u did an exampe of 5^1/3 x 5^2/3 u said the answer is 5. however the answer would be 25 because u are multiplying the bases. the addidtion for the exponents are correct but multiplication is not 😄
Mildred Duffie (5)^1/3 x (5)^2/3 = (5)^3/3 which is the same as (5)^1 = 5. Because we are adding the numerator but keeping the denominator the same.
why would 1/3 be positive aver adding -2/3 and 1 or 3/3.....sorry bro just a question
As Patrick said while referring to the rule...when you have like bases you add the exponents. 1/3 + 2/3 = 3/3 = 1
Looks like you should practice adding fractions. Don't be sorry, just practice your mathematics.
jose navarro 1 is the same as saying 3/3 since 3 ÷ 3= 1
Much thanks! I have a quiz tmrw!
wait how do i solve the addition fraction. you only told me how not to do them.
I dont know how to do negative fractions. how is this an answer?
16^ (-3/4) can be rewritten as:
1/16 (+3/4)
= 1/(16^(1/4)^3)
= 1/2^3
= 1/8
where does that two come from?
in first of your video ,,what if you give also the (-a)negative sign ...what will be,,i know the exponent will lose the negative..thanks
1/3^-3 One Third raised to the negative three power. When a fraction is raised to a negative expononent...?
you're way better than my math teacher! that's why everytime we have an exam ur site would be my tutor bec i didnt understand any of my tchr's explanation tho lol
You might also need an English teacher
+SquirtleTime ohhh, sorry looks like you're such a grammar nazi
rekt em
savage lmao
This helped a lot but how do i do it when the number is negative ex -8^4/3?
exactly what i was looking for
the stuff i am doing has like 5 exponents, and no base number and its division.. any help?
what if the whole numbers didnt go into eachother evenly like say 18 over 30? Would you subtract them?
please can you show me how to solve this problem: 0.57x^1.75+4x=4
I am trying to get the value of x.
ayebogbon orowole eee
thanks so much. alble to help my high school student
Thanks so much! Great help! :)
Ok but what if you have like 2x^3/x^3 how would I solve that
could you do some example of decimal exponent?
You sound like JFK from that highschool show 😂
LEGEND
What about
(-9)^(-3/2)???? Help I got a test tomorrow
Awesome!
Thank you so much ^^
What about the following problem: 1/x^(-3/6)? Im stuck on this problem. So far Ive gotten that I can change the denominator to 1/x^(3/6), but Im stuck there. Please help!
u have to simplify -3/6 to -1/2. then its x^1/2 which is the square root of x
"failed to load page content" to the site you gave
your da best
damn i got x^1 power now im agonizing over this
i did it as follows
x^-2/3*x/x^-4/3 = x^1/3/x^-4/3 = x^4/3/x^1/3 = x^1
why cant i do it this way? somebody please help!
Is 5 the only good number you can use
Is it really 5???
thanks heaps man
thanks a ton
Am learning
You're a genious
+Saulo Bonuti Ironically its "Genius". =='
Christikoon Chengmouk screw you
Saulo Bonuti pretty sure your life is screw to the bottom with that english.
thanks
i luv you
Multiplying fractional exponents
Your videos are good but just position the camera well and get a better camera
this is literally like one of the first video i made
OMG HE IS A LEFTY
Damn dem exbonents.
I love you
You slay me
lefty !
Thnx bro, first comment
but still math sucks
+Saulo Bonuti if math didnt exist you wouldnt be living in a house or watching this video