Asked by Krystal Jane
Factor each polynomial.
1.q^6 - 169k⁴
2.128h^12 - 1250j^8
3.216 - m^12
4.24a^9 - 81b³
1.q^6 - 169k⁴
2.128h^12 - 1250j^8
3.216 - m^12
4.24a^9 - 81b³
Answers
Answered by
Reiny
1.q^6 - 169k⁴ --- difference of squares
= (q^3 - 13k^2)(q^3 + 13k^2)
2.128h^12 - 1250j^8 --- common factor of 2, then difference of squares
= 2(64h^12 - 625j^8)
3.216 - m^12 ------ difference of cubes
= (6^3 - (m^4)^3 )
= (6 - m^4)(36 + 6m^4 + m^8)
4.24a^9 - 81b³
= 3(8a^9 - 27b^3) ---- I now see a difference of cubes
= ......
= (q^3 - 13k^2)(q^3 + 13k^2)
2.128h^12 - 1250j^8 --- common factor of 2, then difference of squares
= 2(64h^12 - 625j^8)
3.216 - m^12 ------ difference of cubes
= (6^3 - (m^4)^3 )
= (6 - m^4)(36 + 6m^4 + m^8)
4.24a^9 - 81b³
= 3(8a^9 - 27b^3) ---- I now see a difference of cubes
= ......
Answered by
Bryne stephen
ware is the Sulotion
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