You can first multiply 4.7xx7.6=35.724.7×7.6=35.72 and then deal with the powers of ten remembering that a^m*a^m=a^(m+n)am⋅am=am+n; 10^(-8)*10^3=10^(-8+3)=10^(-5)10−8⋅103=10−8+3=10−5
So you get: 35.72xx10^(-5)35.72×10−5 rearranged to have: 3.572xx10^(-4)3.572×10−4 by moving the decimal point to the left and changing, as a consequence, the exponent of 1010 of 1 unit.