1. mean = total value/ N
mean =( 0.0483+0.1947+0.1405+0.6456+0.3201+0.115+0.8996)/7
= 0.337
2. to calculate standard deviation, first calculate the mean of the number = 0.337
then, substract mean value with from each number
(0.337-0.0483)=0.2887= 0.2887^2= 0.08334
(0.337-0.1947)=0.1423=0.1423^2=0.0202
(0.337-0.1405)=0.1965=0.1965^2=0.0386
(0.337-0.6456)=-0.3086=-0.3086^2=0.0952
(0.337-0.3201)=0.0169=0.0169^2=0.00028
(0.337-0.115)=0.222=0.222^2= 0.0492
(0.337-0.8996)=-0.5626=-0.5626^2=0.316
then square up of all the differences and add square of all the differences = 0.5541
Then divide this number with numbers of number minus one. Here, we have 7 total numbers. The above number (sum of differences) is divided by (7-1 = 6)
That is, (0.5541/6) = 0.092356
Final step is finding the standard deviation is the square root of the above obtained number.
That is (0.092356)^(1/2) = 0.3039
Hence, the standard deviation is = 0.3039
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