Quiz 3-4 1.Convert to a common logarithm logarithm 2. Expand: 3. Condense:
ALGEBRA 2 HONORS PRECALCULUS LOGARITHM SHUFFLE · Let’s Connect . . . Thanks, I appreciate your...
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ALGEBRA 2 HONORS PRECALCULUS LOGARITHM SHUFFLE FREEBIE!
Transcript of ALGEBRA 2 HONORS PRECALCULUS LOGARITHM SHUFFLE · Let’s Connect . . . Thanks, I appreciate your...
ALGEBRA 2 HONORS PRECALCULUS
LOGARITHM SHUFFLE
FREEBIE!
LOGARITHMIC SHUFFLE
Here is a FREE focused practice to help students solve basic logarithmic expressions and equations. Simply copy the activity on one sheet and the solution set on another page. Students can work cooperatively or alone. They will glue or tape the cards on the solution page. There is rigor in the exercise to challenge your brightest students.
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Logarithmic Expressions ShuffleDirections: Cut out each puzzle piece, find the sides that have matching expressions for each logarithm. Then, glue them onto this page Block #6 is
marked as correct for a place to start.
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© 2017 Jean Adams Flamingo MathTM
Copy cards on a separate sheet of paper to cut and paste.
© 2017 Jean Adams Flamingo MathTM
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425
log 6𝑥𝑥
=3
log3 243 = 𝑥𝑥
11 6
log 214
= 𝑥𝑥
log8 1
15
log1/2 32
49
log
28
125
3
1/2
log𝑥𝑥 27 =34
5
log 5𝑥𝑥
=4
10
log 6
610
0
log6 𝑥𝑥 = 3
−5
6
log𝑥𝑥 64 = 3
−5
10
log 9
27
14
log 𝑥𝑥
7=
1 2
12
1
log 2
32=𝑥𝑥
2
log𝑥𝑥1
25= −
23
−3
−2
log7 74
12
216
log8 4 log 𝑥𝑥
3=−
2
5
8
−2/3
3/3
log 1000
log 2
55
4
−4
log 3
1 27
5
log1
00
16
log2 46
log 5
1 25
−1
log49 7
5
log 𝑥𝑥
5=
1 4
216
log0
.000
01
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Type equationhere.
1lo
g 8𝑥𝑥
=1 6
3/2
2/3
log12 12
13
log25 5
2
log18
4 = 𝑥𝑥
3
9
81
log0
.1
log3 27
Logarithmic Expressions ShuffleDirections: Move each piece in the puzzle until every side has a matching
expression for the logarithms. Block #6 is in the correct location.
© 2017 Jean Adams Flamingo MathTM
ANSWER KEY
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log𝑥𝑥 64 = 3
−5
10
log 9
27
11 6
log 214
= 𝑥𝑥
log8 1
15
log1/2 32
49
log
28
125
Type equationhere.
13/2
2/3
log12 12
14
log 𝑥𝑥
7=
1 2
12
1lo
g 232
=𝑥𝑥
9
81
log0
.1
log3 27
10
log 6
610
0
log6 𝑥𝑥 = 3
−5
2
log𝑥𝑥1
25= −
23
−3
−2
log7 74
16
log2 46
log 5
1 25
−1
log49 7
4
−4
log 3
1 27
5
log1
00
7
4
25
log 6𝑥𝑥
=3
log3 243 = 𝑥𝑥
12
216
log8 4
log 𝑥𝑥
3=−
2
5
5
log 𝑥𝑥
5=
1 4
216
log0
.000
01
8
8
−2/3
3/3
log 1000
log 2
55
3
1/2
log𝑥𝑥 27 =34
5
log 5𝑥𝑥
=4
13
log25 5
2
log18
4 = 𝑥𝑥
3
7
4
25
log 6𝑥𝑥
=3
log3 243 = 𝑥𝑥
12
216
log8 4
log 𝑥𝑥
3=−
2
5
5
log 𝑥𝑥
5=
1 4
216
log0
.000
01
8
8
−2/3
3/3
log 1000
log 2
55
13
log25 5
2
log18
4 = 𝑥𝑥
3
log 8𝑥𝑥
=1 6
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