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Mathematicians In The House come over Here / Mathematicians In The House, Kindly Solve This Linear Algebra Question / Mathematicians In The House. I Need Your Help On Mensuration (2) (3) (4)

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Mathematicians In The House by adebayo18015(m): 5:48pm On Nov 18, 2020
α(x, y, z) =xy^2z and A=xzi -xy^2j+yz^2k. Find
∂^3(αA) /∂x^2∂z
Re: Mathematicians In The House by jpawjpaw(m): 5:53pm On Nov 18, 2020
adebayo18015:
α(x, y, z) =xy^2z and A=xzi -xy^2j+yz^2k. Find

∂^3(αA) /∂x^2∂z
partial derivatives!!
Re: Mathematicians In The House by NDSMELODY(m): 8:44pm On Nov 18, 2020
adebayo18015:
α(x, y, z) =xy^2z and A=xzi -xy^2j+yz^2k. Find

∂^3(αA) /∂x^2∂z
your question is incorrect ,take note of the denominator part and repost as fast as possible
Re: Mathematicians In The House by NDSMELODY(m): 9:48pm On Nov 18, 2020
adebayo18015:
α(x, y, z) =xy^2z and A=xzi -xy^2j+yz^2k. Find

∂^3(αA) /∂x^2∂z
check this first

Re: Mathematicians In The House by NDSMELODY(m): 10:15pm On Nov 18, 2020
Concluding part, note that i solved this by alternative method in case the question is correct.

Re: Mathematicians In The House by adebayo18015(m): 2:23am On Nov 20, 2020
thank you very much sir, I really I appreciate your efforts on this. Have not been active recently was the reason for my late responses. God bless you sir. More dy/dx to your knowledge.
Re: Mathematicians In The House by NDSMELODY(m): 5:46am On Nov 20, 2020
adebayo18015:
thank you very much sir, I really I appreciate your efforts on this. Have not been active recently was the reason for my late responses. God bless you sir. More dy/dx to your knowledge.
welcome

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