Consider the following two sentences:
Suppose that for a certain liquid the values of x1 and x2 are 9.762 and 3.91 receptively, but the true exact values are unknown.
Suppose that for a certain liquid the values of x1 and x2 are 9.762 and 3.91 receptively, but the true exact values are not known.
For me, I think the second sentence gives more sense than the first one. My goal is to express that the real values are as stated but we don't know that.
What is the best way to express it?