Question

a^4(b - c) + b^4(c - a) + c^4(a - b) factorize​

Answer 1

Answer:

Giving Answer -

${a}^{4} (b - c) + {b}^{4} (c - a) + {c}^{4} (a - b)$

${ba}^{4} - {ca}^{4} + {b}^{4} (c - a) + {c}^{4} (a - b)$

$ba^{4} - {ca}^{4} + {b}^{4} (c - a) + {c}^{4} (a - b)$

${ba}^{4} - {ca}^{4} + {b}^{4} ( - a + c) + {c}^{4} (a - b)$

${ba}^{4} - {ca}^{4} + {b}^{4} ( - a + c) + {c}^{4} (a - b)$

${ba}^{4} - {ca}^{4} - {ab}^{4} + {cb}^{4} + {c}^{4} (a - b)$

${ba}^{4} - {ca}^{4} - {ab}^{4} + {cb}^{4} + {c}^{4} (a - b)$

${ba}^{4} - {ca}^{4} - {ab}^{4} + {cb}^{4} + {ac}^{4} - {bc}^{4}$

$= > {ba}^{4} - {ca}^{4} - {ab}^{4} + {cb}^{4} + {ac}^{4} - {bc}^{4}$

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Answer 2

Answer:

please mark above answer as brainilist