What is expand (m+p=5,5)(f(p)-p=2,7)(f(p)+m=28) ?

The solution to expand (m+p=5,5)(f(p)-p=2,7)(f(p)+m=28) is mf(p)^2+f(p)m^2=28

Popular >

expand (m+p=5,5)(f(p)-p=2,7)(f(p)+m=28)

expand

(m + p = 5, 5) (f (p) - p = 2, 7) (f (p) + m = 28)

m f (p)^{2} + f (p) m^{2} = 28

Solution steps

(m + p = 5, 5) (f (p) - p = 2, 7) (f (p) + m = 28)

= (m + 5 \cdot 5 =, p) (f (p) - 2 \cdot 7 =, p) (f (p) + 28 = m)

Expand

(m + p = 5, 5) (f (p) - p = 2, 7) : m f (p) - p m = 2, 7 + p = 5, 5 f (p) - p = 5, 5 p = 2, 7

= (m f (p) - p m = 2, 7 + p = 5, 5 f (p) - p = 5, 5 p = 2, 7) (f (p) + m = 28)

Expand

(m f (p) - p m = 2, 7 + p = 5, 5 f (p) - p = 5, 5 p = 2, 7) (f (p) + m = 28) : m f (p)^{2} + f (p) m^{2} = 28

m f (p)^{2} + f (p) m^{2} = 28

\frac{2 z}{( 2 z - 1 ) ( 4 z - 1 )}

(4 + 6 i)^{8}

\frac{6 + s ^{5} - 4 s ^{4}}{s ^{4} ( s - 2 ) ^{2}}

\frac{x ^{2} + 4 x + 1}{( x - 1 ) ^{2} \cdot ( x ^{2} + 1 )}

e^{x} (x^{2} - 2 x + 2)

What is expand (m+p=5,5)(f(p)-p=2,7)(f(p)+m=28) ?
The solution to expand (m+p=5,5)(f(p)-p=2,7)(f(p)+m=28) is mf(p)^2+f(p)m^2=28