|[x,p,y],[p,x,y],[q,q,x]|=(x-p)(x^(2)+px-2q^(2))

Show that Delta={:|(x,p,q),(p,x,q),(q,q,x)| = (x-p)(x^2+px-2q^2)

Show that |(x,p,q),(p,x,x),(q,q,x)| = (x - p)(x^(2) + px - 2q^2)

Using properties of determinants, show that |{:(x, p, q), ( p, x, q), (q,q,x):}|= (x-p) (x ^(2) + px - 2q ^(2))

Show that: |xpqpxqqqx|=(x-p)(x^(2)+px-2q^(2))

Show that: |x p q p x q q q x|=(x-p)(x^2+p x-2q^2)dot

Show that: x p q p x q q q xx-p)(x^2+p x-2q^2) .

Solve the following system of equations.(x)/(p)+(y)/(q)=1p(x-p)-q(y+q)=2p^(2)+q^(2)

Solve the following system of equations.(x)/(p)+(y)/(q)=1p(x-p)-q(y+q)=2p^(2)+q^(2)

int(px^(p+2q-1)-qx^(q-1))/(x^(2p+2q)+2x^(p+q)+1)dx