What is expand-(qV-r)\Rightarrow-(pV-p) ?

The solution to expand-(qV-r)\Rightarrow-(pV-p) is -\Rightarrow qV+\Rightarrow r-pV+p

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expand-(qV-r)\Rightarrow-(pV-p)

expand

- (q V - r) \Rightarrow - (p V - p)

- \Rightarrow q V + \Rightarrow r - p V + p

Solution steps

- (q V - r) \Rightarrow - (p V - p)

= - \Rightarrow (q V - r) - (V p - p)

Expand

- \Rightarrow (q V - r) : - \Rightarrow q V + \Rightarrow r

= - \Rightarrow q V + \Rightarrow r - (p V - p)

- (p V - p) : - p V + p

= - \Rightarrow q V + \Rightarrow r - p V + p

\frac{( 3 ( x - h ) ^{2} - 3 x ^{3} )}{h}

1 - \frac{a ^{1}}{a ^{2}}

(2 + 2) (2 + 1)^{x}

\frac{1 - x}{( x - 2 ) ^{2}}

x (24 x y = y^{4} + 48)

What is expand-(qV-r)\Rightarrow-(pV-p) ?
The solution to expand-(qV-r)\Rightarrow-(pV-p) is -\Rightarrow qV+\Rightarrow r-pV+p