P 3- q 3-A- p-q3B- p-qp2-q2-p qC- p-qp2-q2-p qD- p3-q3-3 p q

The correct option is C (p + q)(p2 + q2 – p q)We know the cubic identity, p3+ q3 = (p + q)(p2 + q2 – p q) ...

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Identity Matrix

p 3+ q 3=?A. ...

Question

p³+ q³ = ?

(p + q)³

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(p + q)(p² + q² + p q)

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(p + q)(p² + q² – p q)

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p³+ q³ + 3pq

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Solution

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Similar questions

p³+ q³ + r³ – 3pqr = ?

3 α 3

P \neq Q

P^{3} = Q^{3}

P^{2} Q = Q^{2} P

P^{2} + Q^{2} | =

p^{3} {(q - r)}^{3} + q^{3} {(r - p)}^{3} + r^{3} {(p - q)}^{3}

p = 3

q = - 3

2 p + q - 3 q p

p^{2} q^{2} + p^{3} - q^{3} + {p q}^{2} + p^{2} q

p = - 2, q = 1

r = 3

p^{2} + q^{2} - r^{2}

p - q - r

p^{3} + q^{3} + r^{3} + 3 p q r

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