What is factor 3h^8-46h^4z^2-32z^4 ?

The solution to factor 3h^8-46h^4z^2-32z^4 is (3h^4+2z^2)(h^2+4z)(h^2-4z)

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factor 3h^8-46h^4z^2-32z^4

factor

3 h^{8} - 46 h^{4} z^{2} - 32 z^{4}

(3 h^{4} + 2 z^{2}) (h^{2} + 4 z) (h^{2} - 4 z)

Solution steps

3 h^{8} - 46 h^{4} z^{2} - 32 z^{4}

Break the expression into groups

= (3 h^{8} + 2 h^{4} z^{2}) + (- 48 h^{4} z^{2} - 32 z^{4})

Factor out

h^{4}

from

3 h^{8} + 2 h^{4} z^{2} : h^{4} (3 h^{4} + 2 z^{2})

Factor out

- 16 z^{2}

from

- 48 h^{4} z^{2} - 32 z^{4} : - 16 z^{2} (3 h^{4} + 2 z^{2})

= h^{4} (3 h^{4} + 2 z^{2}) - 16 z^{2} (3 h^{4} + 2 z^{2})

Factor out common term

3 h^{4} + 2 z^{2}

= (3 h^{4} + 2 z^{2}) (h^{4} - 16 z^{2})

Factor

h^{4} - 16 z^{2} : (h^{2} + 4 z) (h^{2} - 4 z)

= (3 h^{4} + 2 z^{2}) (h^{2} + 4 z) (h^{2} - 4 z)

∣ x - 2 ∣ = ∣ x + 1 ∣

(- 4 - 5 i) \cdot (1 - i)

19 \cdot 4

∣ x - 6 ∣ = 9

5 + a = 37

What is factor 3h^8-46h^4z^2-32z^4 ?
The solution to factor 3h^8-46h^4z^2-32z^4 is (3h^4+2z^2)(h^2+4z)(h^2-4z)