Evaluate the following expression and report the results to the proper number of significant figures. 1.4632cmtimes 2.123cmtimes 11.599cm=?cm^3 square

To evaluate the expression $1.4632cm\times 2.123cm\times 11.599cm$, we need to multiply the three numbers together.<br /><br />First, let's multiply the first two numbers:<br />$1.4632cm \times 2.123cm = 3.1116cm^2$<br /><br />Next, let's multiply the result by the third number:<br />$3.1116cm^2 \times 11.599cm = 36.0004cm^3$<br /><br />Now, we need to report the result to the proper number of significant figures. The number with the fewest significant figures in the expression is $11.599cm$, which has 5 significant figures. Therefore, we should round the result to 5 significant figures.<br /><br />Rounding $36.0004cm^3$ to 5 significant figures gives us $36.0004cm^3$.<br /><br />Therefore, the final answer is $36.0004cm^3$.