Assume you have a composite material with just two constituents, fiber and matrix. Then let the weight fraction of fiber be Wf, and let the volume fraction of fiber be Vf. To convert from Wf to Vf, you'll need the density of the composite, roc, and the density of the fiber, rof.
To get the theoretical density of the composite, roc, you will need the weight fractions for fiber and matrix, Wf and Wm, and the densities of fiber and matrix, rof and rom.
Then, roc = (rof rom) / (rom Wf + rof Wm)
To convert Wf to Vf,
Vf = (Wf roc) / rof
Similarly, Vm = (Wm roc) / rom
If you want to convert from Vf to Wf, then you'll need an expression of roc in terms of the volume fractions.
roc = rof Vf + rom Vm
These expressions can be generalized to any number of constituents.
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You cannot with the information given. You need to know the densities of both components of the mixture.
Multiply the mass fraction by 100.
You cannot. Volume and weight are two different characteristics and, according to basic dimensional analysis, conversion from one to the other is not valid. If you had the density of the substance, you would be able to convert the volume to mass. But mass is not the same as weight. You would then need information about the strength of gravitational attraction at the location to convert the mass into weight.
This cannot be sensibly answered. Milliliters is a measure of volume and grams is a measure of weight or mass.
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