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Topics matching:
Quiz size:
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Choices:
2
3
4
5
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7
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Color scheme:
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Link
Quiz on 'Logs'
Title: Quiz on 'Logs'
Question 1
Choices
Answer
1.
log_a b
1
10^(log a)
2
ln A / ln 10 ; Base 10 to Base e logs
3
+Inf , if a < 1
4
log A / log e ; Base e to Base 10 logs
5
(1 / log_b a )
2.
e^(i t)
1
antilog(log a + log b)
2
0, forall a!=1
3
-Inf , if a > 1
4
cos t + i sin t = cis(t)
5
a^(b^c) Right associative
3.
log_a 0
1
(1 / log_b a )
2
-Inf , if a > 1
3
a^(b+c)
4
antilog(log a - log b)
5
log(xy,a)
4.
log 1/A
1
a^(b+c)
2
antilog(log a + log b)
3
- log A
4
ln A / ln 10 ; Base 10 to Base e logs
5
cos t + i sin t = cis(t)
5.
log_a a
1
antilog((log a)/b)
2
antilog(log a + log b)
3
root_c a^b
4
1
5
antilog(log a - log b)
Question 6
Choices
Answer
6.
ln A
1
0, forall a!=1
2
antilog(log a + log b)
3
log_c A / log_c b
4
log A / log e ; Base e to Base 10 logs
5
cos t + i sin t = cis(t)
7.
a
1
a^(b-c)
2
10^(log a)
3
a^(b^c) Right associative
4
n log A
5
antilog((log a)/b)
8.
a*b
1
a^(b^c) Right associative
2
antilog((log a)/b)
3
- log A
4
antilog(log a + log b)
5
log_c A / log_c b
9.
a/b
1
log(xy,a)
2
- log A
3
1
4
antilog(log a - log b)
5
root_c a^b
10.
1/ ( 1/log(x,a) + 1/log(y,a)
1
cos t + i sin t = cis(t)
2
a^(b-c)
3
log A / log e ; Base e to Base 10 logs
4
log(xy,a)
5
-Inf , if a > 1
Question 11
Choices
Answer
11.
log A/B
1
- log A
2
(1 / log_b a )
3
log_c A / log_c b
4
-Inf , if a > 1
5
log A - log B
12.
log A
1
a^(b+c)
2
-1
3
ln A / ln 10 ; Base 10 to Base e logs
4
root_c a^b
5
-Inf , if a > 1
13.
log A^n
1
antilog(((log a)b)
2
1
3
n log A
4
10^(log a)
5
- log A
14.
a^b^c
1
log_c A / log_c b
2
log A - log B
3
+Inf , if a < 1
4
a^(b^c) Right associative
5
root_c a^b
15.
log AB
1
log A - log B
2
0, forall a!=1
3
log A + log B
4
-Inf , if a > 1
5
a^(b-c)
Question 16
Choices
Answer
16.
a^(1/b)
1
10^(log a)
2
antilog((log a)/b)
3
log A / log e ; Base e to Base 10 logs
4
+Inf , if a < 1
5
log(xy,a)
17.
a^(b/c)
1
-1
2
root_c a^b
3
antilog(((log a)b)
4
1
5
log A / log e ; Base e to Base 10 logs
18.
a^(b)
1
antilog(((log a)b)
2
a^(b+c)
3
-Inf , if a > 1
4
1
5
- log A
19.
a^b*a^c
1
a^(b+c)
2
antilog(log a + log b)
3
-1
4
ln A / ln 10 ; Base 10 to Base e logs
5
log A / log e ; Base e to Base 10 logs
20.
log_a 1
1
cos t + i sin t = cis(t)
2
antilog(log a + log b)
3
0, forall a!=1
4
- log A
5
+Inf , if a < 1
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