f(x)= log (x-3) + 2 log (log (log (3x-1)))=0

Share "f(x)= log (x-3) + 2 log (log (log (3x-1)))=0"

(1)

2 A GRUBU

12. SINIF YAZILI

Simedyan Akademi Simedyan Akademi Simedyan Akademi

1.

2.

3.

4.

5.

6.

7.

8.

9.

10. log

₄

(log

₅

(log

₂

(3x-1)))=0

f(x)= log

₂

(3x+1) olmak üzere

f(5).f

-1

₍₂₎

f(x)= log

_(x-3)

(9-x)

log(a+b)= loga + logb

ln(x3_.y2_{)= 13}

ln( x_{y )}2 = 4

log₂5=a ve log₅ ₁₅

log

₂

x-6.log

2=5

log

₂

(x - 3) + log

₂

(x + 3) 4

=

f(x)= log

₃

(x-3) + 2

a= log

₂

35 b= log

₃

30 c= log

₅

22

(2)

3 B GRUBU

12. SINIF YAZILI

Simedyan Akademi Simedyan Akademi Simedyan Akademi

1.

6.

2.

7.

3.

4.

5.

8.

9.

10.

3

log_ñ22

₊₂₅

log₅ñ2

_-

ñ2

log₂8

1 + log

1

₃

2

1 1 +

x

lnx

_{= e}

_x

log

1 2

(

lo

g

(x-1) -1

≤

(

loga = logb

_{2 =}

logc

₃

a.b.c = 27

f(x)= log

₅

(2x+3)

g(x)= log

₃

(x-2) + 4

-1

EE

D

22 A

lo

logg

₉₉

44 lo

logg

₈₈

ññ33

B

C

[DE] // [BC]

f(x)= log

_(x-5)

(x

_-2x-8)

log

₂

(cosx)-log

₂ 25

f(x)= log (x-3) + 2 log (log (log (3x-1)))=0

2

A GRUBU

12. SINIF YAZILI

1.

2.

3.

4.

5.

6.

7.

8.

9.

10.

log

(log

(log

(3x-1)))=0

f(x)= log

(3x+1) olmak üzere

f(5).f

(2)

f(x)= log

(9-x)

log(a+b)= loga + logb

log

x-6.log

2=5

log

(x - 3) + log

(x + 3) 4

=

f(x)= log

(x-3) + 2

a= log

35

b= log

30

c= log

22

3

B GRUBU

12. SINIF YAZILI

1.

6.

2.

7.

3.

4.

5.

8.

9.

10.

3

+25

-

ñ2

1 + log

1

2

1

1 +

x

= e

x

log

(

lo

g

(x-1) -1

≤

(

loga = logb

2 =

logc

3

a.b.c = 27

f(x)= log

(2x+3)

g(x)= log

₍₂₎

₊₂₅

_-

_{= e}

_x

_{2 =}

₃

_-2x-8)

_{x = 14 ve log}

_{x = 13}