Usted buscó: isse acha to yeh hoga (Hindi - Inglés)

isse acha or kya hoga
isse acha or kya hoga

isse acha
this is my first time

isse acha to mein mar jata
isse acha to mein mar jata

isse acha hai ki
nothing better than this.

isse acha ho nahi sakta
isse acha ho nahi sakta

me to yeh keh rahi thi ki
ap jo keh rahi thin

acha to so what i m do.
acha to so what i m do

tujhe dekha to yeh jaana sanam
tujhe dekha to yeh jaana sanam

isse acha gift mere life me kuch ho hi nhi skta
isse acha gift mere life me kuch ho hi nhi skta

to yeh x minus 2 times x minus 2 hua.
so this is x minus 2 times x minus 2.

yadi aapki life me koi aa gaya mujhse bhi acha to mera kiya hoga us time bhi aap yahi bologi me hun na
yadi aapki life me no ai au gaya mehse acha ti maara kya hoga hai us time haan aap yahi bologi me hun na

good evening principal sir and ma'am are mere dosto thank you hum logo ke kerne ke liye isse acha school knhi hoga nhi itself ache sir mai.
good evening principal sir and ma'am are mere dosto thank you hum logo ke kerne ke liye isse acha school knhi hoga nhi itself ache sir mai

agar hum ise slope y intercept me likhen, to yeh y mx jod b ke barabar hota hai. की वास्तव में, किसी भी रेखा y mx प्लस बी करने के लिए बराबर है।
if we put it in slope y intercept form, the equation of really, any line is y is equal to mx plus b.

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.