Answered

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Factor completely:
z^9-d^6

Sagot :

devishri1977

Answer:

Step-by-step explanation:

Use Identity a³ - b³ = (a -b)(a² +ab + b²)

[tex]z^{9} - d^{6}= z^{3*3} - d^{2*3} = (z^{3})^{3} - (d^{2})^{3}\\\\ = (z^{3} - d^{2})((z^{3})^{2} + z^{3}*d^{2}+(d^{2})^{2})\\\\= (z^{3} - d^{2}) (z^{6}+z^{3}d^{2}+d^{4})[/tex]

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