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)
A-116
١١٦
STAT
STAT
17(S-MENU)4(Sum)
2(Σ
x)E
17(S-MENU)5(Var)
STAT
1(n)E
STAT
17(S-MENU)5(Var)
2(o)E
STAT
17(S-MENU)5(Var)
3(xσn)E
17(S-MENU)6(MinMax)
STAT
1(minX)E
STAT
17(S-MENU)6(MinMax)
2(maxX)E
U‰ μ∫
ﻟﺤﺴﺎب ﻋﺪد اﻟﻌﻴﻨﺎت, اﻟﻤﺘﻮﺳﻂ اﻟﺤﺴﺎﺑﻲ, واﻹﻧﺤﺮاف اﻟﻤﻌﻴﺎري
ﻟﻠﺴﻜﺎن.
U‰ ∂∫أﺣﺴﺐ ﻗﻴﻤﺔ اﻟﺤﺪ اﻷدﻧﻲ وﻗﻴﻤﺔ اﻟﺤﺪ اﻷﻗﺼﻰ.