Forwarded from C
828 - (9 + 2*90) = 639
639/3 = 213
213 + 99 = 312
For 2^5
Check remainder of last 5 digits
11312 % 32
16
639/3 = 213
213 + 99 = 312
For 2^5
Check remainder of last 5 digits
11312 % 32
16
Forwarded from Z Advance Math
Add ยฑ 4xยฒ
(2x)ยฒ - 2*2x*(1 - xยฒ) + (1 - xยฒ)ยฒ
(2x - 1 + xยฒ) = 0
x = - 1 ยฑ โ2
(2x)ยฒ - 2*2x*(1 - xยฒ) + (1 - xยฒ)ยฒ
(2x - 1 + xยฒ) = 0
x = - 1 ยฑ โ2
Forwarded from Yogesh
Let's
200=pa+5
120=pb+3
Pa*pb=195*117
P^2*a*b=5*39*13*9
=(39)^2*5*3
It can be in the form
=(13)^2*.......
(3)^2*....
Put p>5 so p can't be 3
39+13=52
200=pa+5
120=pb+3
Pa*pb=195*117
P^2*a*b=5*39*13*9
=(39)^2*5*3
It can be in the form
=(13)^2*.......
(3)^2*....
Put p>5 so p can't be 3
39+13=52
Forwarded from Yogesh
7a+2=6b+3=5c+4
9=5+4=6+3=7+2
596/9=. 9*66+2
66=9*7+3
7=9*0+7
So 596
9=5+4=6+3=7+2
596/9=. 9*66+2
66=9*7+3
7=9*0+7
So 596
Forwarded from Hemantha
SinAcosB : CosAsinB = 2 : 1
Sin(A-B) : Sin(A+B)= 1 : 3
Sinx : sinฮฑ = 1 : 3
Sinx = sinฮฑ /3
Dekhna @Unvanquishable
Sin(A-B) : Sin(A+B)= 1 : 3
Sinx : sinฮฑ = 1 : 3
Sinx = sinฮฑ /3
Dekhna @Unvanquishable
Forwarded from Yogesh
Sina*cosb=2cosa*SinB
Sin(a-b)=cosa*SinB
Sinx=cosa*SinB
Sin@=Sina*cosb+cosa*SinB
=3cosa*SinB
Sinx=sin@/3
Where@=alpha
Sin(a-b)=cosa*SinB
Sinx=cosa*SinB
Sin@=Sina*cosb+cosa*SinB
=3cosa*SinB
Sinx=sin@/3
Where@=alpha