Results for padhai pe dhyan doo translation from Hindi to English

padhai pe dhyan doo
padhai पे ध्यान डू

padhai pe dhyan do
padhai pe dhyan do

tum apni padhai pe dhyan do
tum apni padhai pe dhyan do

bache ki padhai pe dhyan do
bache ki padhai pe dhyan do translate in english

ayush padhai pe dhyan nahi deta hai
ayush padhai pe dhyan nahi deta hai

kam pe dhyan do
kam pe dhyan do

kam pe dhyan nahi dena
dyhan nhi diya

padhai pe dhyan de padati bohat week hai k hai
pay attention to studies.

apne career pe dhyan do
apne career pe dhyan do

black board pe dhyan do
black board pe dhyan do

ke khud pe dhyan do thoda dur raho
pay attention to yourself

un logo pe dhyan do jo tumhary sath hen
un logo pe dhyan do jo tumhary sath hen

apne career pe dhyan do iska english kya hoga
apne career pe dhyan do iska english kya hoga

aap meri baato pe mt jao mujhe pe dhyan do
aap meri baato pe mt jao mujhe pe dhyan do

deko wajid tum mujhe parishan mat karo maine tumse kaha hai na ki mujhe tumse baat karne me koi intreste nahi hai mujhe meri career pe dhyan dina hai tu please mujhe baar baar calls aur msg krna band kariye translate in english
deko wajid tum mujhe parishan mat karo maine tumse kaha hai na ki mujhe tumse baat karne me koi intreste nahi hai mujhe meri career pe dhyan dina hai tu please mujhe baar baar calls aur msg krna band kariye

aur yeh ek aasan sa prashn ban jayega. dono terms(7z^2 or 7z) 7z se divisible hain to 7z ko bahar nikal letein hain to numerator = 7z(z+1) to numerator = 7z(z+1) to numerator = 7z(z+1) to numerator = 7z(z+1) agar tum multiply karke bracket khol dete hon to tumhe 7z squared plus 7z ( 7z^2 + 7z) milta hai jab tum fractions multiply karte hon, to ye sirf numerator times the numerator ,over denominator times the denominator hota hai to 7z(z+1) times the numerator z squared minus 4 (z^2-4), jo ki (a^2-b^2) ke form mein hai to z^2-4 = (z-2)(z+2) . to z^2-4 = (z-2)(z+2) , asha karta hoon tumhe ye pahchan pa rahe ho es samhe par ab denominator pe dhyan deten hain 4 ko bahar nikal lete hain, to yeh 4 times (z+2) ho jata hai.
and it will turn into a pretty simple problem. let's see, both of these terms are divisible by 7z. so le'ts factor that out.