The MINITAB output in the figure is 20 random samples drawn from a uniform distribution between 0 and 1. Calculate the sample means and sample standard deviations by using the MINITAB program.

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MTB SUBC> MTB > SUBC> MTB > SUBC> MTB > SUBC> MTB > SUBC> MTB > SUBC> MTB > SUBC> MTB > SUBC> MTB > SUBC> MTB > SUBC> MTB > SUBC> MTB > SUBC> MTB > SUBC> MTB > SUBC> MTB > SUBC> MTB > SUBC> MTB > SUBC> MTB > RANDOM 10 C1; UNIFORM A = 0 B = 1. RANDOM 10 C2; UNIFORM A = 0 B = 1. RANDOM 10 C3; UNIFORM A = 0 B = 1. RANDOM 10 C4; UNIFORM A = 0 B = 1. RANDOM 10 C5; UNIFORM A = 0 B = 1. RANDOM 10 C6; UNIFORM A = 0 B = 1. RANDOM 10 C7; UNIFORM A = 0 B = 1. RANDOM 10 C8; UNIFORM A = 0 B = 1. RANDOM 10 C9; UNIFORM A = 0 B = 1. RANDOM 10 C10; UNIFORM A = 0 B = 1. RANDOM 10 C11; UNIFORM A = 0 B = 1. RANDOM 10 C12; UNIFORM A = 0 B = 1. RANDOM 10 C13; UNIFORM A = 0 B = 1. RANDOM 10 C14; UNIFORM A = 0 B = 1. RANDOM 10 C15; UNIFORM A = 0 B = 1. RANDOM 10 C16; UNIFORM A = 0 B = 1. RANDOM 10 C17; UNIFORM A = 0 B = 1. RANDOM 10 C18;