WorksheetsSifat-sifat Logaritma
Total questions: 20
Worksheet time: 17mins
Jika 34=81 , maka....
log481=3
log381=4
log34=81
log43=81
log814=3
Misal ax =y dan logab=x maka...
x = y
a = y
b = y
a = b
a = x
log25125=...
3
2,5
2
1,5
1
log 0,01=...
2
1
0
-1
-2
Jika logx0,1=−31maka x =...
-10
10
100
1000
10001
Jika 3x = 27, maka logx27=...
3
2
1
0
-3
Jika a=2y maka log2a=...
0,5 y
y
1,5 y
2y
2,5y
log224 + log26+log29−1=...
5
4
3
2
1
Jika log 2 = 0,3010, maka log 80 = ...
1,3010
1,6020
1,9030
2,6020
3,9030
Jika log 2 = x, maka log 5 = ...
1 - x
1 + x
x
2x
x2
Jika log25=p maka log20,625=...
3 + p
1 + 3p
2 + 2p
1 - p
p - 3
2log0,5−log225+2log0,3+6=...
4
3
2
1
0
Jika log25=p , maka log2100=...
2 - p
2 + 2p
-2p
4p + 2
4p
log321+log521=...
log65
log56
log215
log315
log0,6
Jika log2x . log54=6 maka x = ...
512
56
53
24
25
2log49=...
1
2
3
4
5
Jika 4log2x=81 maka logx27=...
1
2
3
4
5
Jika log 2 = 0,3010, maka nilai log 5 =...
0,6990
0,9060
1,3010
0,7090
-0,6990
Jika log2a=p dan log2b=q maka ab=...
pq
2pq
2p+q
p + q
2pq
Jika log53=a; log25=b maka log1540=...
(a+1)b3+b
3+bb(a+1)
3+ba+1
a+1b+3
3ab
