来自专业的译者、企业、网页和免费的翻译库。
tera naam ki a
tera naam ki a
最后更新: 2023-09-10
使用频率: 1
质量:
ek daku ki atmakatha
autobiography of an outlaw
最后更新: 2017-03-19
使用频率: 2
质量:
参考:
ek daku ki atmakatha nibandh
daku ki atmakatha nibandh
最后更新: 2022-03-26
使用频率: 1
质量:
参考:
ek daku ki atmakatha in hindi
autobiography of a robber in hindi
最后更新: 2017-04-02
使用频率: 2
质量:
参考:
lore ko english me ki a bolte hen
what do you call lorry in english?
最后更新: 2023-08-20
使用频率: 1
质量:
参考:
daku ki atmakatha पर नि: शुल्क निबंध
free essay on daku ki atmakatha
最后更新: 2015-09-17
使用频率: 1
质量:
参考:
or kaha ki a thursday walking interview he a jana
jana thursday
最后更新: 2022-06-06
使用频率: 1
质量:
参考:
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.
最后更新: 2019-07-06
使用频率: 4
质量:
参考: