Let’s start the combat between ZTE Nubia Red Magic 6 Pro vs. Honor V40 5G with 18GB RAM, 64MP cameras. Come and see more details below!

ZTE Nubia Red Magic 6 Pro vs. Honor V40 5G specs

The first smartphone we want to introduce is ZTE Nubia Red Magic 6 Pro with an amazing battery and powerful hardware. Whereas, Honor V40 5G arrives with a fashionable design and gorgeous color variants. In detail, the ZTE handset sports two options: 128GB/ 12GB RAM, 256GB/ 12GB RAM, 256GB/ 16GB RAM, and 512GB/ 18GB RAM (no card slot). Meanwhile, the Honor flagship ships with 8GB RAM and 128GB/ 256GB of internal storage (no card slot). 

Under the hood, the Nubia smartphone runs on Android 11 while its rival boots Android 10 as the operating system. On the other side, the Nubia flagship the Qualcomm Snapdragon 888 SoC. Furthermore, the Honor machine boots Mediatek Dimensity 1000+ chipset. As for the display, ZTE Nubia Red Magic 6 Pro specs flaunt a 6.8-inch AMOLED screen with 1080 x 2400 resolution. Besides, Honor V40 5G specs feature a 6.72-inch AMOLED with a resolution of 1236 x 2676 pixels. 

Thanks to the higher resolutions, the Honor monster wins this round. Are you waiting for the optics department? Imaging-wise, ZTE Nubia Red Magic 6 Pro camera packs 64MP + 8MP + 2MP with an LED flash. Additionally, this device houses a single 8MP selfie lenses for enhanced selfie photos. Otherwise, Honor V40 5G camera includes 50MP + 8MP + 2MP lenses at the back set up. For taking selfies, there is a single 16MP sensor at the front-facing. With the higher camera resolutions, the Nubia smartphone wins this round. Battery-wise, the Nubia beast boasts a 4500mAh juice box, while the other figure is a smaller 4000mAh energy box. So, with a larger battery, the Nubia handset wins the last round. 

ZTE Nubia Red Magic 6 Pro vs. Honor V40 5G release date and price

Both handsets are now available for purchase. Regarding the cost, the ZTE Nubia Red Magic 6 Pro price starts at $835 ~ Rs. 60, 533. Also, the Honor V40 5G price is around $548 ~ Rs. 39, 775. Which one do you choose between two warriors? Let us know in the comment section!