Nvidia GTX 1060 compatible with ASRock z97?

Nachofaccip

Prominent
May 14, 2017
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Hi. I have ASRock z97 motherboard and i want buy Nvidia GTX 1060 6gb. It's compatible?
I don't know my PCI (now, my video card is "Bus PCI 1" i don't know what is this)
 
Solution
Yes your Motherboard has the appropriate ports and can support a GTX 1060 6GB. Just make sure you put it in the right PCIe slot (the x16 one) that looks like the picture below. Hope this helps :)

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
 




Hey, i have this slot "PCi 12". I dont have the x16. What should i do?

 
That doesn't sound right... Which ASRock Z97 is it specifically? All the Extreme and Fatality series ones have at least 1x PCIe x16 slot with most of the full ATX ones having multiple of them. See here > http://www.asrock.com/mb/intel/z97%20extreme4/. The port should more or less look the picture above, a large PCIe port with a clip at the end to secure the Graphics card in place.
 



My motherboard is: ASRock z97m pro4

 


Yeah it has a PCIe x16 slot, that's exactly what you need. Check the image below, this is from the ASRock website for your Motherboard and it has the correct slot listed on the side. 😉

Z97M%20Pro4.jpg

 



Thank you so much!
One more question if you know:
http://articulo.mercadolibre.com.ar/MLA-657449994-placa-de-video-nvidia-geforce-gtx-1060-6gb-gddr5-evga-oc-sc-_JM
http://articulo.mercadolibre.com.ar/MLA-615888315-placa-de-video-asus-nvidia-geforce-gtx-1060-6gb-strix-_JM
Which is better? Or you reccommend me another video card?
 


They are close to identical apart from the different coolers. I'd recommend the EVGA simply because it's cheaper and EVGA are probably the most reputable vendor for Nvidia GPUs (being reliable with service and quality). But the Asus STRIX is good if you want to splash out on aesthetics (flashy RGB lighting and design). But they will perform close to identically, neither is noticeably stronger. :)
 
Solution



Really thank you so much for all the information! You helped me a lot