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(0.5^(x/35))'The calculation above is a derivative of the function f (x)
0.5^(x/35)*((x/35)'*ln(0.5)+((x/35)*(0.5)')/0.5)
0.5^(x/35)*((x/35)'*ln(0.5)+((x/35)*0)/0.5)
0.5^(x/35)*((((x)'*35-(x*(35)'))/(35^2))*ln(0.5)+((x/35)*0)/0.5)
0.5^(x/35)*(((1*35-(x*(35)'))/(35^2))*ln(0.5)+((x/35)*0)/0.5)
0.5^(x/35)*(((1*35-(x*0))/(35^2))*ln(0.5)+((x/35)*0)/0.5)
0.5^(x/35)*(((x/35)*0)/0.5+1/35*ln(0.5))
0.5^(((x)'*35-(x*(35)'))/(35^2))
0.5^((1*35-(x*(35)'))/(35^2))
0.5^((1*35-(x*0))/(35^2))
0^(x/35)
(1/35)*ln(0.5)*0.5^(x/35)
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