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sona aur mona tv dekhte hain
sona aur mona tv dekhte hain
Laatste Update: 2023-10-06
Gebruiksfrequentie: 1
Kwaliteit:
aur dekhte hain.
and let's see.
Laatste Update: 2019-07-06
Gebruiksfrequentie: 4
Kwaliteit:
dekhte hain
dekhte hain
Laatste Update: 2021-01-23
Gebruiksfrequentie: 1
Kwaliteit:
Referentie:
tum tv dekhte ho
tum tv dekhte ho
Laatste Update: 2020-07-03
Gebruiksfrequentie: 1
Kwaliteit:
Referentie:
kya aap tv dekhte ho
what are you looking for
Laatste Update: 2023-09-22
Gebruiksfrequentie: 3
Kwaliteit:
Referentie:
ham roj khwab dekhte hain
ham roj khwab dekhte hain
Laatste Update: 2023-10-05
Gebruiksfrequentie: 1
Kwaliteit:
Referentie:
ham cricket match dekhte hain
ham cricket match dekhte hain
Laatste Update: 2022-08-01
Gebruiksfrequentie: 1
Kwaliteit:
Referentie:
aap bahut tv dekhte hain english mein translate karen
aap bahut tv dekhte hain english mein translate karen
Laatste Update: 2024-02-08
Gebruiksfrequentie: 1
Kwaliteit:
Referentie:
chalo dekhte hain -2 aur -1.
so let's see, minus 2 and minus 1.
Laatste Update: 2024-06-13
Gebruiksfrequentie: 4
Kwaliteit:
Referentie:
kya aap movie dekhte hain translate into english
kya aap movie dekhte hain translate into english
Laatste Update: 2020-11-04
Gebruiksfrequentie: 1
Kwaliteit:
Referentie:
dekhte hain ki hum yahan kya kar sakte hai.
so let's see what we could do here.
Laatste Update: 2019-07-06
Gebruiksfrequentie: 4
Kwaliteit:
Referentie:
dekhte hain, yeh dono 8a se divisible hain. to batwara kar dete hain.
let's see, both of these are divisible by 8a, so let's factor that out.
Laatste Update: 2019-07-06
Gebruiksfrequentie: 4
Kwaliteit:
Referentie:
zaraa pichle ek dashak mein huwe kutch mahatwapoorna ghatnaaon ke kram ko dekhte hain
let's take a look at the events of the past decade and see if you see a pattern.
Laatste Update: 2019-07-06
Gebruiksfrequentie: 4
Kwaliteit:
Referentie:
pehle dono( numerator, denominator) ko bat kar dekhte hain ki kya hota hai.
so let's just try to factor out things on the top and the bottom and see what happens.
Laatste Update: 2019-07-06
Gebruiksfrequentie: 4
Kwaliteit:
Referentie:
to agar hum kahen ki is y ke badlav ke liye yeh x mein badlav -- chalo dekhte hain.
so if we say change in y for a given change in x is equal to-- let's see.
Laatste Update: 2019-07-06
Gebruiksfrequentie: 4
Kwaliteit:
Referentie:
chalo ek mazedar cheez dekhte hain yeh balki sab se asaan chezzon mein se hain yeh maclaurin srankhla ka pratinidhtiva hai e^x ab f(x) e
now, let's do something pretty interesting, this in some degree will be one of the easiest functions to find the maclaurin series representation of
Laatste Update: 2019-07-06
Gebruiksfrequentie: 4
Kwaliteit:
Referentie:
lagata hai 9 bar nahi 8 bar sey theek ho hum likhte hain 8 . ab dekhen theek hai? aage jaane sey pahle dekhte hain kya 8 theek hai 8 chakke 48 aur 8 ekkam 8.
so it's going to go into it eight times, eight times is going to be less than 138, so we stick the eight here. and notice to do this little trial and error here i had to make sure i got the right exact answer with that eight right over here.
Laatste Update: 2019-07-06
Gebruiksfrequentie: 4
Kwaliteit:
Referentie:
7 me jodia 4 to hota hai 11. ye bana 112 112 bhi jyada hai. ab dekhte hain 6 bar. alag dekhte hain yahan dekhyia. 6 sabse bada hai 6 kitni bar jata hai 108 me?
so that's still to large, so that's going to be six, but notice, we had to do this little sidework on the side right over here to come up--to realize it wasn't seven, we know six is the largest how many times it can go into 108 without going over it.
Laatste Update: 2019-07-06
Gebruiksfrequentie: 4
Kwaliteit:
Referentie:
yadi aap jananaa chahen ki yadi aap 1388 ko 16 se bhag dhen to uska jawab kya ho ga? sabse pahale main chahunga ki ek sadharan tarika kya hai or uske baad dekhia ek aur tarika jo ki takriban sahi uttar deta hai pahle aisa lage ga ki 1 ko 16 sey vibhag nahi kar sakte phir aap ek sthan age badhen. phir bhi 13 ko 16 se vibhag nahin kar sakte to aap agey badhen aur ab hai aap ke paas 138 aap sochen ki 138 ka vibhag 16 sey sambhav hai, par kitani baar? pahle dekhte hain kya 9 bar? dahni ore dekhia 16 nama ?
let's say we had to figure out how many times 16 goes into 1,388. and what i want to do is first think about how we traditionally solve a problem like this, and then introduce another method that allows for a little bit more approximation. so traditionally you would say, well sixteen does not go into one any times, so then you move over one spot, and then how many times does it go into 13?
Laatste Update: 2019-07-06
Gebruiksfrequentie: 4
Kwaliteit:
Referentie: