if {3x-4y}^3=27x^3-64y^3+ax^2y+bxy^2 then find a +b
please just tell answer no steps or solution required .
Answers
Answered by
21
here is your answer OK
value of a+b
(3x+4y)3 =27x 3-64y3+ax2y+bxy2
using (a+b)
3x-4y+axy+bxy
3x-4y+a(3x)(4y)+b(3x)(4y)
3x-4y+a36xy+b48xy
value of a and b is 36 and 48
value of a+b
(3x+4y)3 =27x 3-64y3+ax2y+bxy2
using (a+b)
3x-4y+axy+bxy
3x-4y+a(3x)(4y)+b(3x)(4y)
3x-4y+a36xy+b48xy
value of a and b is 36 and 48
Answered by
38
Just expand it.
(3x - 4y)^3 = (3x)^3 - (4y)^3 + 3×(3x)^2×(-4y) + 3×3x×(-4y)^2
= 27x^3 - 64y^3 - 108x^2y + 144xy^2
So
a = -108
b = 144
a+b = -108 + 144 = 36
(3x - 4y)^3 = (3x)^3 - (4y)^3 + 3×(3x)^2×(-4y) + 3×3x×(-4y)^2
= 27x^3 - 64y^3 - 108x^2y + 144xy^2
So
a = -108
b = 144
a+b = -108 + 144 = 36
manglubehera7:
252
Similar questions