Teacher explains all why is everything raised to the zero power equal to one
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- Опубликовано: 11 сен 2024
- 👉 Learn how to apply the rules of exponents to simplify an expression. We will focus on applying the product rule, quotient rule as well as power rule. We will then explore multiple properties such as power to product, power to quotient and negative exponents.
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Organized Videos:
✅Simplify Using the Rules of Exponents
• Simplify Using the Rul...
✅Simplify Using the Rules of Exponents | Power Rule
• Simplify Using the Rul...
✅Simplify Using the Rules of Exponents | Product Rule
• Simplify Using the Rul...
✅Simplify Using the Rules of Exponents | Quotient Rule
• Simplify Using the Rul...
✅Simplify Using the Rules of Exponents | Learn About
• Simplify Using the Rul...
✅Simplify Using the Rules of Exponents | Power Rule with Negative Powers
• Simplify Using the Rul...
✅Simplify Using the Rules of Exponents | Quotient Rule
• Simplify Using the Rul...
✅Simplify Using the Rules of Exponents | Product Rule
• Simplify Using the Rul...
✅Simplify Using the Rules of Exponents | Multiply Rational Expressions
• Simplify Using the Rul...
✅Simplify Using the Rules of Exponents | Divide Rational Expressions
• Simplify Using the Rul...
✅Simplify Using the Rules of Exponents | Add Subtract Rational Expressions
• Simplify Using the Rul...
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Your graceful and focused decorum during the interrupting announcements reminded me of days of grade school and it was a blast of nostalgia. Just brava 😭👏🏽👏🏽
This made me understand this a lot better thank you!
HeyitsCalifornia awesome! happy to be able to help you out
This is a very concise way to explain this. Will show it to my 7th grade classes. Thank you!
+Gregg Kavanagh thank you! Have a great rest of your school year
You are good teacher. Your students are lucky to have you.
thank you, appreciate it
U gotta new subscriber how I haven't found you yet i am so blessed 🥰
This teacher help me ..and this made me get prepared for my exam ..and I got total thank you very much keep it up..
Great explanation thank you !
best explanation thanks !
thank you, that just made things so much more clear
awesome! happy to help you out
^-^
Cool explanation!!! Actually you find the values at the origin by using the fact that the function is continuous
Thanks Brian! You're great!
Thank you!
Loved it! Thank you so much 👏🏽👏🏽
Thank you - so well explained
Thank you very much Sir. It helped me a lot. Thank you.
You are very welcome!!
4:08 Oh that's the reason
thank you sir!
Thanks sir it helps me a lot 😌
awesome explanation Sir
Thank you!!!!!!!!!
you are very welcome!
great job!
thank you
Does it work with 0?
The teacher says: '2^1 - two multiplied by itself equals 2.
Multipli by itself is a * a.
This means that 2 * 2 = 4.
Use 7 or 9 insted of the very convenient 2
Watching this after 9 years ;)
Great explanation 🎉
Hope make a video about 0 to the power of 0, and state why it's undefined.
its indeterminate
@@brianmclogan And may I ask, sir, what's the difference between undefined and indeterminate? As in high school, we are also taught with the answer of undefined when facing situations like 0/0 or 0⁰ etc.
Is it fair to say that the only proof that X^0=1 is that it fits the pattern? and if so, is a pattern really enough proof?
DrCompass no the pattern will not suffice as a proof, just showing my students the pattern to make understanding how x^0=1
What is x^0 when x=0?
daredarryl90 1
It’s indeterminate.
could u elaborate plz that 0^0 is equal to 1..
use limits
And algebra breaks!! Enter calculus to save the day.
Pay attention, Chris.
I will spend my last amount to fly from Africa just to see ur face.u are a celebrity
Point of origin
Sir please, immediate answers me,0^0;0^1=?Why???
0
O^0 is not defined
0^0 is indeterminate because it's not assigned to a single value. If we take a look at the pattern here, we know that 0 raised to any positive number is always equal to 0, but any non-zero number raised to 0 power is always equal to 1. 0 is a neutral number meaning that it's neither positive nor a negative number. We can't have both values to be both 0 and 1. That's why 0^0 is indeterminate.
My brain hurts, not because you explained it wrong but because im stupid lol I just don't get it smh
1^0=1 please prove it
I know we all were taught that rule but it never made sense to me. My understanding is that x^y means "take 0 and "x" for y times". If you set 0 for y the only logical result is 0 and not 1.
His logic is flawed. He said 2 to the power of one is 2 multiplied by itself one time. Obviously this means 2*2 which equals 4 but this is not the right answer so he misspoke. He should rethink his explanation because this one is misleading. Am I the only one who gets the feeling his students aren't even understanding?
My bad