find the product of 3a²-4ax+x² and 5x²-2ax
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Answered by
2
Step-by-step explanation:
(5x^2-2ax) (3a^2-4ax+x^2)
15ax^4-20ax3+5x4-6a3x+8ax2-2ax3
15ax^4-22ax^3+5x^4-6a^3x+8ax^2 it is the answer
Answered by
5
Step-by-step explanation:
(5x²-2ax)(3a²-4ax+x²)
= 5x²(3a²-4ax+x²) - 2ax(3a²-4ax+x²)
= 15a²x²-20ax³+5x⁴-6ax³+8a²x²-2ax³
= 23a²x²-22ax³+5x⁴-6a³x
= 5x⁴-22ax³+23a²x²-6a³x
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