Usted buscó: aap ke country ka nam kya hai (Hindi - Inglés)

aap ke country ka nam kya hai
aap ke country ka nam kya hai

aap ke bhai ka nama kya hai
aapke bhai ka nama kya hai

aap ke friend ka name kya hai
aap ke friend ka name kya hai

aap ke naam kya hai
aap ke naam kya hai

jitna aap ke bras ka size kya hai
jitna aap ke bras ka size kya hai

aap ke facebook id kya hai
aap ke facebook id kya hai

aap ke mobile number kya hai
aap ke mobile number kya hai

aap kaha se ho aap aap ka nam kya hai ji toking
aap kaha se ho aap aap ka nam kya hai ji toking

tumhara nam kya hai
tumhara nam kya hai

aap much visa do me aata hu aap ke country
aap lot visa do me aata hu aap ke country

fedecor का पुरा nam kya hai
fedecor ka pura nam kya hai

mere pass 50 million dollar hai up ke country ka
mere pass 50 million dollars hai up ke country ka

kis company mai job krte ho us company ka nam kya hai
kis company mai job krte ho us company ka nam kya hai

ए एल एस गादी का पुरा nam kya hai
als gadi ka pura nam kya hai

limit kya hai ya function ki limit dhund na kya hai chalo , kuch prashna hal kare in me se kuch aap ke pariksha me aa sakte hai ya jab aap samanya limit ka prashna hal kar rahe ho ye limit kya hai - ek aur baar, mera pen kaam nahi kar raha hai
now that we hopefully have a little bit of an intuition of what a limit is, or finding the limit of a function is, let's do some problems. some of these you might actually see on your exams or when you're actually trying to solve a general limit problem.

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?