Calculating Volume of Water Displaced by 12 kg Wooden Block

[kuhatelyn]

A 12 kg wooden block is floating in a swimming pool. The density of the wood is
600 kg/m3. How many cubic meters of water does the block displace?
(a) 0.044
(b) 0.066
(c) 0.012
(d) not enough information to answer
(e) none of these

I'm really confused on this concept. I know that the weight displaced is the same weight as the object...But I don't know how to find volume from that.
I also tried using the equation m=pv but I don't know if that will work, or if it does, I don't know if I should plug in the density for the wood, or the density of water.

Please help! I've been trying for hours and I can't figure it out :(

 

[HallsofIvy]

The block must displace enough water to equal its weight. The density of water (at "normal" temperature and pressure) is 1 g per cm (in fact, that is how "gram" was originally defined). So it should be easy to find the volume of water that has mass 12 kg.

(The volume of the block is, in fact, irrelevant.)

 

[kuhatelyn]

The block must displace enough water to equal its weight. The density of water (at "normal" temperature and pressure) is 1 g per cm (in fact, that is how "gram" was originally defined). So it should be easy to find the volume of water that has mass 12 kg.

(The volume of the block is, in fact, irrelevant.)

I'm still a little confused..
So would I plug it into m=pv?
12=1000 x V