Tse ka Hare
Logarithm ea nomoro ke matla ao palo e ’ngoe e tlamehang ho phahamisoa ho ’ona ho fumana e ’ngoe.
Haeba nomoro b ho isa tekanyong y ho lekana x:
by = x
Kahoo logarithm ea palo x ka lebaka b is y:
y = logb(X)
Ka mohlala:
24 = 16
kena2(16) = 4
Logarithm joalo ka ts'ebetso e fapaneng ho ea ho exponential
mosebetsi oa logarithmic y = logb(x) ke ts'ebetso e fapaneng ea exponential x=b y.
Kahoo haeba re bala mosebetsi oa exponential oa logarithm x (x > 0), ho tla ba joalo:
f (f -1(x)) = bkenab(x) = x
Kapa haeba re bala logarithm ea mosebetsi oa exponential х:
f -1(f (x)) = logb(bx) = x
Logarithm ea tlhaho (ln)
Logarithm ea tlhaho ke logarithm ea motheo е.
ln (x) = loge(x)
palo e ke ntho e sa fetoheng e ka hlalosoang e le moeli:
Kapa ho joalo:
Logarithm e fapaneng
Logarithm e fapaneng (kapa antilogarithm) ea nomoro n ke nomoro eo motheo oa eona logarithm e leng a e lekana le palo n.
logong la bohloaan = an
Lethathamo la thepa ea logarithms
Ka tlase ke thepa ea mantlha ea li-logarithms ka mokhoa oa tabular.
»taelo ya data=»
«>
»taelo ya data=»
«>
»taelo ya data=»
«>
»taelo ya data=»
«>
| Property | riteloang | mohlala | |||||
| Boitsebiso ba motheo ba logarithmic | Logarithm ea sehlahisoa | Karohano/quotient logarithm | Likhato tsa Logarithmic | Logarithm ea nomoro ho ea botlaaseng ka tekanyo | |||
| motso oa logarithm | |||||||
| Ho hlophisa bocha motheo oa logarithm | Phetolelo ho motheo o mocha | E tsoa ho logarithm | Integral logarithm | Logarithm ea nomoro e nyahamisang | Logarithm ea nomoro e lekanang le motheo | Logarithm ea infinity | Логарифмическая функция Функция, которая определена формулой f (x)= loga(x) – это логарифмическая функция с основанием a... Hokae a>0, a≠1. График функции логарифмаГрафик логарифмической функции (логарифмика) может быть двух типов, в зависимости от значения основания a:
Leave ka tlhalosohlakola karabo |
