Best Possible Graphics Card for Hp 510-p030

bronAA

Prominent
Mar 7, 2017
2
0
510
Just recently purchased a HP Pavilion 510-p030. I am looking to put the best possible graphics card that will fit in the PCI slot. I do not play very graphic demanding games, but with that being said my budget doesn't really matter. I just want the best option possible for my computer.
Thanks in advance for the replies!


edit:
here is a link to the specs

http://www.officedepot.com/a/products/283777/HP-Pavilion-510-p030-Desktop-PC/
 

maxalge

Champion
Ambassador


first step is upgrading the power supply, it has a 180w unit


not upgrading before that is replaced




also need to see if the case can actually take a standard sized power supply






ok found it

looks like it does have standard 24-pin layout

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




you then also need to measure the space inside to see how long a gpu can fit inside


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