The range is the largest number minus the smallest number
-4 - ( -32)
-4+32
28
First we need to find the mean
mean = sum / number of terms = -137/7 = -19.57142857
Then we find the variance
1/number of terms( sum ( term - mean) ^2) for each term
(1/7 [ (-10 - -19.57142857)^2 + (-16 - -19.57142857)^2+(-21 - -19.57142857)^2+(-24 - -19.57142857)^2+
(-4 - -19.57142857)^2 + (-30 - -19.57142857)^2 + (-32 - -19.57142857)^2]
1/7( 631.71428571429)
90.244897959184
To the nearest tenth
90.2
The standard deviation is the square root
sqrt( 90.244897959184)
9.4997314699407
To the nearest tenth
9.5