Math, asked by rukmanibaghel80, 2 months ago

10.2÷89 use log table and find Antilog? with full explanation​

Answers

Answered by rakeshdubey33
1

Answer:

 \frac{10.2}{89}  =  \: 0.1146

Step-by-step explanation:

 let \:  \: x \:  = \frac{10.2}{89}

Taking logarithm on both sides,

 log(x)  =  log( \frac{10.2}{89} )

 log(x)  =  log(10.2)  -  log(89)

 log(x)  \:  = 1.0086 \:  - 1.9494

 log(x)  \:  =  - 0.9408 \:  =  \:  - 1 \:  + 0.0592

Now, taking antilog on both sides, we get,

x \:  = antilog \: ( - 1 \:  + 0.0592)

x \:  =  \: 0.1146

Hence, the answer.

Note : See antilog of 0.0592 from the antilog table, which is 1146, now, since characteristics is -1, put decimal before it.

If it is antilog (2.0592), then the value will be 114.6.

Answered by sarkarnamita885
0

Answer:

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