Question

find the value with the help of logarithm table 0.0275×(9.207)2​

Answer 1

Answer:

The required answer is $0.506385$

Step-by-step explanation:.

logarithm table: Without a calculator, larger computations (including multiplication, division, squares, and roots) can be made using a log table (also known as a logarithm table). The exponent by which the base should be raised to obtain the original number is determined by the logarithm of a number to a certain base.

Given: $0.0275$×$(9.207)^{2}$

Find: the value of $0.0275$×$(9.207)^{2}$

Solution:

The given expression is $0.0275$×$(9.207)^{2}$

=$0.0275$×$18.414$

$=0.506385$

Therefore, the required value is $0.506385$

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