Transcript Complementary and Supplementary Angle Bingo!

©2009, Dr. Jennifer L. Bell, LaGrange High School, LaGrange, Georgia
Adapted from various sources
~BINGO!~
• The winner who says “BINGO” at the
appropriate time will get a mystery prize!
• Anyone acting poorly will be disqualified.
Numbers
• Place the following numbers in
any empty box. These numbers
represent answers to exponential
& logarithm problems.
-1, -2, -3, -4, -5, ₋⁺7,
0.301, 0.699, 2.204, 2, 3, 4, 5, 6, 8,
9, 10, 11, 12, 216, 625, FREE
-29/ , 1/
1/ ,
,
6
2197 6
1
Solve.
52x = 59x + 7
2
Evaluate.
1
2
log 25  5 log 2
3
Solve.
logx 512 = 3
4
Solve.
log8 (3x - 6) = log8 (9x + 23)
5
Evaluate.
log 6 1296
6
Solve.
x
6
= 7776
7
Solve.
log7
2
(x
+ 10) = log7 (59)
8
Solve.
log922 = log92x
9
Solve.
logx 64 = 6
10
Solve.
logx 729 = 3
11
Solve.
4 
x
1
64
12
Solve.
log 13 x  3
13
Solve.
logx 1728 = 3
14
Solve.
4
x 6
4
3x4
15
Solve.
log5 x = 4
16
Solve.
5x
2
= 32768
17
Evaluate.
log 7
1
2401
18
Evaluate
log 15 11390625
19
Evaluate.
log 18 – log 9
20
Solve.
16
3 x 2

1
64
21
Evaluate.
log 8
1
64
22
Solve.
log6 x = 3
23
Evaluate.
log 50 – log 10
24
Solve.
log930 = log93x