halaf ndo utakua eng baadae duh.kweli math sio mapishi angalia mie ninavyo kupa njia mbili afu 1 october nakuja hapo hapo.coet na mie ndo nakuja kuanza mwaka wa kwanza chem & prcssn eng.naanza na njia ya kwanza1.umepewa 2logx=x/25.let y=2logx then y=x/25 chora table of result then graph dem af angalia intersection utapata jibu.njia ya pili2.umepewa 2logx=x/25 then 2logx-x/25=0,then let f(x)=y=0,then f(x)=2logx-x/25.chora graph ya f(x) af angalia sehemu katika graph ambapo f(x)=0 it is the answer.note EVERY PROBLEM HAS SOLN or SOLNS
. Hongera na karibu coet. Ila coet ukija hiz njia zako feki tupa kule. Swali halina njia .am 4th yr coet[/QUOTE]OLNS
solve for x,,
2logx=x/25
njia muhimu wakubwa!
umepataje 100 kama hakuna njia?
umepataje 100 kama hakuna njia?
. Hongera na karibu coet. Ila coet ukija hiz njia zako feki tupa kule. Swali halina njia .am 4th yr coet
hiyo ni differential eqn,...Ilboru 4m 6 PCM
solve for x,,
2logx=x/25
njia muhimu wakubwa!
I am back now!!I'll be back!!!
I am back now!!
2Logx = x/25
Divide by x both sides
(2/X)logx = 1/25
logx [SUP](2/x)[/SUP] = 1/25
Remove log sign
10[SUP](1/25) [/SUP]= x[SUP](2/x)
[/SUP]Take √ both sides(but √ means power 1/2)
so, from √10[SUP](1/25) [/SUP]=√x [SUP](2/x)[/SUP]
we will get
10[SUP]1/25(1/2)[/SUP] = x[SUP]2/x(1/2)
[/SUP]simplify on exponents
10[SUP]1/50[/SUP] =x[SUP]1/x
[/SUP]10[SUP]2/2*1/50[/SUP] =x[SUP]1/x[/SUP] note 2/2=1, so will not change the value of exponent
10[SUP]2(1/100)[/SUP] =x[SUP]1/x
[/SUP]100[SUP]1/100[/SUP] = x [SUP]1/x[/SUP]
x = 100
O-Level, Azania '96 - '99
un42natry we dont know x so we cant solve 4 him
I am back now!!
2Logx = x/25
Divide by x both sides
(2/X)logx = 1/25
logx [SUP](2/x)[/SUP] = 1/25
Remove log sign
10[SUP](1/25) [/SUP]= x[SUP](2/x)
[/SUP]Take √ both sides(but √ means power 1/2)
so, from √10[SUP](1/25) [/SUP]=√x [SUP](2/x)[/SUP]
we will get
10[SUP]1/25(1/2)[/SUP] = x[SUP]2/x(1/2)
[/SUP]simplify on exponents
10[SUP]1/50[/SUP] =x[SUP]1/x
[/SUP]10[SUP]2/2*1/50[/SUP] =x[SUP]1/x[/SUP] note 2/2=1, so will not change the value of exponent
10[SUP]2(1/100)[/SUP] =x[SUP]1/x
[/SUP]100[SUP]1/100[/SUP] = x [SUP]1/x[/SUP]
x = 100
O-Level, Azania '96 - '99
I am back now!!
2Logx = x/25
Divide by x both sides
(2/X)logx = 1/25
logx [SUP](2/x)[/SUP] = 1/25
Remove log sign
10[SUP](1/25) [/SUP]= x[SUP](2/x)
[/SUP]Take √ both sides(but √ means power 1/2)
so, from √10[SUP](1/25) [/SUP]=√x [SUP](2/x)[/SUP]
we will get
10[SUP]1/25(1/2)[/SUP] = x[SUP]2/x(1/2)
[/SUP]simplify on exponents
10[SUP]1/50[/SUP] =x[SUP]1/x
[/SUP]10[SUP]2/2*1/50[/SUP] =x[SUP]1/x[/SUP] note 2/2=1, so will not change the value of exponent
10[SUP]2(1/100)[/SUP] =x[SUP]1/x
[/SUP]100[SUP]1/100[/SUP] = x [SUP]1/x[/SUP]
x = 100
O-Level, Azania '96 - '99