Exponents and Powers L2 [Laws of Exponents & Menti] Class 8 Maths Ch 12 | Haripriya Ma'am
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- čas přidán 27. 10. 2021
- Haripriya ma'am Breaks Down the whole chapter of Exponents and Powers of Class 8 Through this live session which includes not only Menti but also the Explanation of the whole chapter! Learn more about Exponents and powers L2 [Laws of Exponents & Menti] Class 8 Maths Ch 12 | Haripriya Ma'am - The NCERT Solutions For Class 8 Maths Chapter 12. This Session Contains Questions, Answers, Explanations Of The Complete Chapter 12 Of Maths Taught In Class 8 By Haripriya Ma'am. A Completely Exam-Oriented Live Session For Class 8 Students to get 100 marks in Maths!
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Exponents and powers L2 [Laws of Exponents & Menti] Class 8 Maths Ch 12 | Haripriya Ma'am
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MAM THE HW ANS IS 3^(-12) BY SHRAVYA BHATIA...
Base is 1
Mam the answer 1
thanks vedantu for selecting such a wonderful teacher she teaches very well not as teacher as friend
Hi mam my name is Shridhar from yhpro army
And the answer of hw question is
=(3⁶÷3⁸)⁴×3-⁴
=(3-²)⁴×3-⁴
=3-⁸×3-⁴
=3-¹²
Pls take my name in hw super star's
DETAILED EXPLAINATION IS HERE 🙃🙃🙃🙃🙃
Q WAS (3^6/3^8)^4 *3^(-4)
SO AACORDING TO THE 2ND LAW.... THE EXPONNENTS 6 AND 8 WILL BE SUBTRACTED.... SO WE GET
3^(-2) * 4 (LAW OF EXPONENT)
WE GET, 3^(-8) *3^(-4) WE GET
= 3^(-12)
THIS IS THE FINAL ANS MAM
THANK U FOR THE SESSION MAM I ENJOYED A LOT....
3^(-12)
Thank you so much maam for helping me in maths but I don't understand 7 question of menti quiz so can you please explain me
Ma'am percentage please
answer for HW question is 3^-12
I am a very old student
Thank You ma'am
2/3 power 10
Thank you mam for teaching us and always solving our doubts 😊🌹
Homework answer is 3^-12
3-¹²
3^-12
(3^6 / 3^8) ^4 X 3 ^-4
(3 ^ -2) ^4 X 3 ^-4
3 ^ -8 (POWER MULTIPLY HO GYI) X 3^-4
3^-8 X 3^-4
3 ^ -12
edit karne ke liye sorry vaise edit keval explanation ke liye kiya tha
and thankyou for such an amazing session.
We have to take the base same in brackets which is 3 and powers 6-8 = -2 so 3 raised to power - 2 X 4 as double powers the result will be 3 raised to power - 8 × 3 raised to the power - 4 write base same which is 3 is raised to power - 8 +(-4)
= -8-4
= - 12
So final answer is 3 raised to the -12
The best session by best teacher
How a⁰ is 1
a⁰= a¹ × a‐¹
a×1/a because power is negative
a×1/a = 1
That's why a⁰ is 1
Rohit not sukesh
Mam the answer for the hw is (3)^-12, tq mam for your amazing sessions
Answer by Gayatri
Thank you mam
love for gayatri to YHPRO always
Home work ans is
3^(-12)
This is Sonu❤️❤️. Did u forgot me ? 😶
Homework by Debanshana
Answer is 3-¹²
Explanation :-
(3⁶ ÷ 3⁸ ) ⁴ x 3^-4
3^6-8 x 3^-4 law( x^m ÷ x^n = x^m-n)
(3^-2)^ ⁴ x 3^-4
3^-2x4 x 3^-4 law ( x^n) ^ m = x^mxn
3^-8 x 3^-4 law (x^m X x^n ) = x^m+n
3^-8 -4 = 3^-12
Ma'am hope you like my answer
H.W
Answer:3^(-12)
Answer by amulya
Hey mam nice class! :))
3^6 by SHRUTI
3^12 home work answer by Srinithi
3^-12( homework)
(Aanya khanna)
Homework is done
Ma'am homework answer is 12
3^12 my name is Dhanraj
HI MAM THIS IS SHUBHA
Homework answer
Ans - 3 ^ (-12)
HOPE ITS CORRECT
3^-12
We wrong those questions who's so easy 😎😬
3^12
Hii mam
Luv you (｡♡‿♡｡)
Hi mam
Homework answer
Sorry I got very late because yesterday was my birthday and during the party I couldn't attend the session
(3⁶ ÷ 3⁸)⁴ × 3^-4
By applying a^m ÷ a^n = a^(m-n)
= {(3)^6-8}⁴ × 3^ -4
= (3^-2)⁴ × 3^-4
By applying (a^m)^n = a^mn
= 3^( -2 × 4) × 3^-4
= 3^-8 × 3^-4
By applying a^m × a^n = a^(m + n)
= 3^ -8 + (-4)
= 3^ -8-4
= 3^-12
Hope this is right ❤️
Your comment is only visible when i am checking newest first esse nhi dikh rha 😕😕
@@anshikarai8821 ohhh
Koi bat nai mam newest first karke hi dekhti hain 😀
@@anshikarai8821 this has happened with me also for others' comments
@@anshikarai8821 by the way did you see that the channel logo has changed for both the channels of vedantu
@@charviagrawal39 Yeah i saw that pehle channel ka naam tha repell XRP the channel got hacked fir kisi tarah naam wapas aya dekho kya hota hai :(
Homework answer by HEARTOP ❤
Question :- Simplify ( 3^6 ÷ 3^8)^4 x 3^-4
Solution :- (3^6 ÷ 3^8)^4 x 3^-4
:- (3^6-8)^4 x 3^-4
:- (3^-2)^4 x 3^4
:- (3^-8 x 3^4 )
:- 3^-12 is the right answer ❤
Identities used ---- a^m ÷ a^n = a^m-n
---- (a^m)^n = a^mn
---- (a^m x a^n) = a^m+n
I finished 4th in menti ( but apna time apun laayega) 😍
Anshika can you please tell my comment is visible or not
@@ishqieffect8723 Nahi yaar i cant see ur comment 😨 post again :)
@@anshikarai8821 see there is option in the up new comments click there tell me whether my comment is visible or not
@@ishqieffect8723 i have checked by that option only but it is not visible u can either check with another devise but it's not visible :(
@@anshikarai8821 ok I checking once more with another id
I am hindu
Mam love from pakisthan India forever no more pakisthan
3^(-12)
How a⁰ is 1
a⁰= a¹ × a‐¹
a×1/a because power is negative
a×1/a = 1
That's why a⁰ is 1
Rohit not sukesh
3^-12
BRINDA 12 EXPONENT SHOULD BE NEGATIVE NAH???
@@shravyabhatia5209 yup
@@shravyabhatia5209 oh yaa thankyou.....
How a⁰ is 1
a⁰= a¹ × a‐¹
a×1/a because power is negative
a×1/a = 1
That's why a⁰ is 1
Rohit not sukesh
How a⁰ is 1
a⁰= a¹ × a‐¹
a×1/a because power is negative
a×1/a = 1
That's why a⁰ is 1
Rohit not sukesh
How a⁰ is 1
a⁰= a¹ × a‐¹
a×1/a because power is negative
a×1/a = 1
That's why a⁰ is 1
Rohit not sukesh
How a⁰ is 1
a⁰= a¹ × a‐¹
a×1/a because power is negative
a×1/a = 1
That's why a⁰ is 1
Rohit not sukesh
How a⁰ is 1
a⁰= a¹ × a‐¹
a×1/a because power is negative
a×1/a = 1
That's why a⁰ is 1
Rohit not sukesh
How a⁰ is 1
a⁰= a¹ × a‐¹
a×1/a because power is negative
a×1/a = 1
That's why a⁰ is 1
Rohit not sukesh
How a⁰ is 1
a⁰= a¹ × a‐¹
a×1/a because power is negative
a×1/a = 1
That's why a⁰ is 1
Rohit not sukesh
How a⁰ is 1
a⁰= a¹ × a‐¹
a×1/a because power is negative
a×1/a = 1
That's why a⁰ is 1
Rohit not sukesh
How a⁰ is 1
a⁰= a¹ × a‐¹
a×1/a because power is negative
a×1/a = 1
That's why a⁰ is 1
Rohit not sukesh
How a⁰ is 1
a⁰= a¹ × a‐¹
a×1/a because power is negative
a×1/a = 1
That's why a⁰ is 1
Rohit not sukesh
How a⁰ is 1
a⁰= a¹ × a‐¹
a×1/a because power is negative
a×1/a = 1
That's why a⁰ is 1
Rohit not sukesh
How a⁰ is 1
a⁰= a¹ × a‐¹
a×1/a because power is negative
a×1/a = 1
That's why a⁰ is 1
Rohit not sukesh
How a⁰ is 1
a⁰= a¹ × a‐¹
a×1/a because power is negative
a×1/a = 1
That's why a⁰ is 1
Rohit not sukesh
How a⁰ is 1
a⁰= a¹ × a‐¹
a×1/a because power is negative
a×1/a = 1
That's why a⁰ is 1
Rohit not sukesh
How a⁰ is 1
a⁰= a¹ × a‐¹
a×1/a because power is negative
a×1/a = 1
That's why a⁰ is 1
Rohit not sukesh
How a⁰ is 1
a⁰= a¹ × a‐¹
a×1/a because power is negative
a×1/a = 1
That's why a⁰ is 1
Rohit not sukesh
How a⁰ is 1
a⁰= a¹ × a‐¹
a×1/a because power is negative
a×1/a = 1
That's why a⁰ is 1
Rohit not sukesh
How a⁰ is 1
a⁰= a¹ × a‐¹
a×1/a because power is negative
a×1/a = 1
That's why a⁰ is 1
Rohit not sukesh
How a⁰ is 1
a⁰= a¹ × a‐¹
a×1/a because power is negative
a×1/a = 1
That's why a⁰ is 1
Rohit not sukesh