just a thought .... if you order the RAM on Amazon can you return it if it doesn't work?
When I spoke to Apple and Crucial Customer Service, it appears that the 2019 iMac Model (27" 3.0ghz [cheapest model]) can only be updated to 32GB of ram.
Also, is there any issue with dual channel if theres 2x4GB and 2x16GB ram? I am not familiar with this concept...sorry
Apple wants to reduce the number of SKU's they need to stock. There's not much point to offering a very unbalanced machine - one with tons of RAM but the slowest CPU and GPU. Don't you think someone who spends hundreds/thousands on RAM would also pony up to get a better CPU/GPU?
That combination could give you a 4GB module in each channel, and a 16GB in each channel. The channels then would be balanced. Just don't mix them up and place both 4GB in the same channel - then the channels are lopsided. The easiest way to keep from making a mistake is to leave the Apple DIMMs alone.
Those are CL18 RAMs whereas Apple specifies CL19 if I am not mistaken...
Those are CL18 RAMs whereas Apple specifies CL19 if I am not mistaken...
Fully agree if you are not mixing modules...I could see where you might not want to mix modules with mismatched CAS Latency (CL) but where does Apple indicate the CL must only be CL19? Not sure what the CL is on the stock 8GB but if you replace the stock memory entirely then I would think it would be fine. Supplementing the stock RAM is another story.
I could see where you might not want to mix modules with mismatched CAS Latency (CL) but where does Apple indicate the CL must only be CL19? Not sure what the CL is on the stock 8GB but if you replace the stock memory entirely then I would think it would be fine. Supplementing the stock RAM is another story.
https://www.bhphotovideo.com/c/product/1333839-REG/crucial_ct2k16g4sfd8266_32gb_kit_16gbx2_ddr4.html
https://eshop.macsales.com/item/OWC/2666DDR4S32P/
Is there a difference between the two? The one at B&H is cheaper. They look the same, but maybe i am wrong?
Did I do this right?
Is everything optimal?