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Classe 11 Physics
L o g T a b l e
I NT RO D U C T IO N
PART 1
Enter title
Before finding the
logarithm of a number,
we should know about
the characteristics and
mantissa part of a
given number
Enter title
Characteristic Part– The whole
part of a number is called the characteristic part.
The characteristic of any number greater than one is
positive, and if it is one less than the number of digits
to the left of the decimal point in a given number.
If the number is less than one, the characteristic is
negative and is one more than the number of zeros to
the right of the decimal point.
M a n t i s s a P a r t
The decimal part of the logarithm
number is said to be the mantissa
part and it should always be a
positive value. If the mantissa part is
in a negative value, then convert into
t h e p o s i t i v e v a l u e .
How to Use the
L o g T a b l e ?
PART
2
Enter title
Step 1: Understand the concept of the
logarithm. Each log table is only usable
with a certain base. The most common
type of logarithm table is used is log
base 10.
Enter title
Step 2: Identify the characteristics and mantissa
part of the given number. For example, if you
want to find the value of log10 (15.27), first
separate the characteristic part and the mantissa
part.
Characteristic Part = 15
Mantissa part = 27
Enter title
Enter title
Step 3:
Use a common log table. Now,
use row number 15 and check
column number 2 and write the
corresponding value. So the
value obtained is 1818.
Enter title
Step 4:
Use the logarithm table with a mean
difference. Slide your finger in the
mean difference column number 7 and
row number 15, and write down the
corresponding value as 20.
Enter title
Step 5:
Add both the values obtained in
step 3 and step 4. That is
1818+20= 1838. Therefore, the
value 1838 is the mantissa part.
Enter title
Enter title
Step 6:
Find the characteristic
part. Since the number
lies between 10 and 100,
(10¹ and 10² ), the
characteristic part should
be 1.
Enter title
Step 7:
Finally combine both the
characteristic part and the
mantissa part, it becomes
1.1838.
Enter title
S a m p l e E x a m p l e
PART3
Question:
Find the value of log10 2.872
Step 1:
Characteristic Part= 2
and mantissa part= 872
• Step 2:
Check the row number 28 and column
number 7. So the value obtained is
4579.
• Step 3:
Check the mean difference value for
row number 28 and mean difference
column 2. The value corresponding
to the row and column is 3
• Step 4:
Add the values obtained in step 2 and 3,
we get 4582. This is the mantissa part.
• Step 5:
Since the number of digits to the left
side of the decimal part is 1, the
characteristic part is less than 1. So the
characteristic part is 0
• Step 6:
Finally combine the
characteristic part and the
mantissa part. So it becomes
0.4582.
Therefore the value of log 2.872
is 0.4582.
THANK YOU

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How to read log Table

  • 2. L o g T a b l e I NT RO D U C T IO N PART 1
  • 3. Enter title Before finding the logarithm of a number, we should know about the characteristics and mantissa part of a given number
  • 4. Enter title Characteristic Part– The whole part of a number is called the characteristic part. The characteristic of any number greater than one is positive, and if it is one less than the number of digits to the left of the decimal point in a given number. If the number is less than one, the characteristic is negative and is one more than the number of zeros to the right of the decimal point.
  • 5. M a n t i s s a P a r t The decimal part of the logarithm number is said to be the mantissa part and it should always be a positive value. If the mantissa part is in a negative value, then convert into t h e p o s i t i v e v a l u e .
  • 6. How to Use the L o g T a b l e ? PART 2
  • 7. Enter title Step 1: Understand the concept of the logarithm. Each log table is only usable with a certain base. The most common type of logarithm table is used is log base 10.
  • 8. Enter title Step 2: Identify the characteristics and mantissa part of the given number. For example, if you want to find the value of log10 (15.27), first separate the characteristic part and the mantissa part. Characteristic Part = 15 Mantissa part = 27
  • 10. Enter title Step 3: Use a common log table. Now, use row number 15 and check column number 2 and write the corresponding value. So the value obtained is 1818.
  • 11. Enter title Step 4: Use the logarithm table with a mean difference. Slide your finger in the mean difference column number 7 and row number 15, and write down the corresponding value as 20.
  • 12. Enter title Step 5: Add both the values obtained in step 3 and step 4. That is 1818+20= 1838. Therefore, the value 1838 is the mantissa part.
  • 14. Enter title Step 6: Find the characteristic part. Since the number lies between 10 and 100, (10¹ and 10² ), the characteristic part should be 1.
  • 15. Enter title Step 7: Finally combine both the characteristic part and the mantissa part, it becomes 1.1838.
  • 17. S a m p l e E x a m p l e PART3
  • 18. Question: Find the value of log10 2.872 Step 1: Characteristic Part= 2 and mantissa part= 872
  • 19. • Step 2: Check the row number 28 and column number 7. So the value obtained is 4579. • Step 3: Check the mean difference value for row number 28 and mean difference column 2. The value corresponding to the row and column is 3
  • 20. • Step 4: Add the values obtained in step 2 and 3, we get 4582. This is the mantissa part. • Step 5: Since the number of digits to the left side of the decimal part is 1, the characteristic part is less than 1. So the characteristic part is 0
  • 21. • Step 6: Finally combine the characteristic part and the mantissa part. So it becomes 0.4582. Therefore the value of log 2.872 is 0.4582.