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I'm going to write about some topic here

The RPN in CAS mode is going to be implemented in the future ?

The solve comand doesn't work for this
http://h30434.www3.hp.com/t5/Calculators...3790#M6767

And the last thing. Is there any chance to know if theres a new calculator in the way ? Something like HP50g succesor?
(10-06-2016 04:42 AM)Magnus512 Wrote: [ -> ]The solve comand doesn't work for this
http://h30434.www3.hp.com/t5/Calculators...3790#M6767

You are using capital letters, which always have an assigned value. You should use unassigned variables.
(10-06-2016 06:50 AM)retoa Wrote: [ -> ]
(10-06-2016 04:42 AM)Magnus512 Wrote: [ -> ]The solve comand doesn't work for this
http://h30434.www3.hp.com/t5/Calculators...3790#M6767

You are using capital letters, which always have an assigned value. You should use unassigned variables.

I'm not ussing capital letters
(10-06-2016 03:38 PM)Magnus512 Wrote: [ -> ]
(10-06-2016 06:50 AM)retoa Wrote: [ -> ]You are using capital letters, which always have an assigned value. You should use unassigned variables.

I'm not ussing capital letters

Sorry, you are right, I looked at the wrong picture...
I believe Magnus is wondering why solve((x^2-6*x+(7/x)+p) = 0,x) returns empty brackets on the Prime while returning:

x = 2*(√(-3*(p-12))*cos((asin((3*(2*p-9)*√(3)/(2*(12-p)^(3/2))))/3)+(π/6))+3)/3

or

x = -2*(√(-3*(p-12))*sin((asin((3*(2*p-9)*√(3)/(2*(12-p)^(3/2))))/3)+(π/3))-3)/3

or

x = 2*(√(-3*(p-12))*sin((asin((3*(2*p-9)*√(3)/(2*(12-p)^(3/2))))/3))+3)/3

on the ti-nspire cx cas.

(10-06-2016 10:22 PM)roadrunner Wrote: [ -> ]I believe Magnus is wondering why solve((x^2-6*x+(7/x)+p) = 0,x) returns empty brackets on the Prime while returning:

x = 2*(√(-3*(p-12))*cos((asin((3*(2*p-9)*√(3)/(2*(12-p)^(3/2))))/3)+(π/6))+3)/3

or

x = -2*(√(-3*(p-12))*sin((asin((3*(2*p-9)*√(3)/(2*(12-p)^(3/2))))/3)+(π/3))-3)/3

or

x = 2*(√(-3*(p-12))*sin((asin((3*(2*p-9)*√(3)/(2*(12-p)^(3/2))))/3))+3)/3

on the ti-nspire cx cas.