What is the problem? Does the video lag real time and incrementally get more and more behind? That would seem to be a data throughput problem. More pixels per image would worsen that, wouldn't it?
Also, will the cameras actually deliver optical resolutions that match the pixel counts?
A couple of issues arise. Here is my diatribe on that:
When we talk about camera resolution in terms of (Mega) Pixel counts we really are talking about the camera's digital image format not the camera's optical resolution. The image format deals with the spatial frequency that the optical image is sampled for digitization. As the image format pixel count gets larger and larger the spatial sampling approaches a limit in its ability to represent the inherent resolution in an image from a given optical lens. Eventually that limit is passed and additional pixels do not provide any more improvement in observed image resolution. So be careful that you do not fall into this hype trap. Don't go for more pixels than the camera's optics need for representing the full resolution that the optics can deliver.
The theoretically maximum image resolution a camera can deliver is determined by the diffraction limit of the lens, the lens optical quality aberrations and atmospheric effects. In microscopy atmospherics are not a practical issue. I will assume that in a reasonable quality microscope its camera lens aberration, optical quality, is also not a limiting factor on image resolution - which may not be a good assumption. That leaves the most fundamental issue of diffraction limiting. The diffraction limit of a lens is a function of its numerical aperture and of the wavelength of the light that is in the image. The red end of the spectrum, with its longer wavelengths, cannot be resolved as tightly as can the shorter wavelengths as you move across the spectrum toward the blues.
BTW in resolution, like in golf, low numbers win. Unfortunately, when we say "increased resolution" we mean lower numerical values. It would be better to say "improved resolution." Resolution is measured in units of distance. In microscopy, we are working in resolutions in the order of micrometers and below for cellular observations. That basically means that we can resolve (distinguish two real objects that are that close to each other.
The image format provides the spatial frequency that the optical image is sampled for digitization. The diffraction limit is for the resolution achievable by the optics. Images are best represented when the image format provides the right sized pixels and the right spacing between them that is matched up with the optical resolution. Fewer pixels than that fail to deliver all of the optical resolution. Too many pixels, over the limit, do not improve the image.
I found an article that actually provides a table that relates numerical aperture, magnification power, optical resolution and matched pixel size. It is embedded in a pretty good discussion covering
"Digital Camera Resolution Requirements for Optical Microscopy."
http://www.microscopyu.com/tutorials/java/digitalimaging/pixelcalculator/
The table cuts off at low magnifications but the article does provide some of the theory and math behind the table, enough to extend it to the higher magnifications you are using.
fab