Math, asked by mariafedesa123, 1 month ago

a dish containing bacteria has a diameter of 0.0001 kilometer.the diameter of a bacterium is 10^-16 kilometer.how many times larger is the diameter of the dish than the diameter of the bacterium?

Answers

Answered by ahirghosh1
0
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Answered by pulakmath007
2

SOLUTION

GIVEN

A dish containing bacteria has a diameter of 0.0001 kilometer.the diameter of a bacterium is  \sf \:  {10}^{ - 16} kilometer.

TO DETERMINE

How many times larger is the diameter of the dish than the diameter of the bacterium

EVALUATION

Here it is given that dish containing bacteria has a diameter of 0.0001 Kilometer.

The diameter of the bacteria

= 0.0001 Kilometer

 \sf \:  =  {10}^{ - 4}  \:  \:  Kilometer

The diameter of a bacterium

 \sf \:=  {10}^{ - 16} kilometer.

Hence the required factor

 \sf \:  =  \dfrac{ {10}^{ - 4} }{ {10}^{ - 16} }

 \sf \:  =  {10}^{ - 4 + 16}

 \sf \:  =  {10}^{ 12}

 \sf \:  =  1000000000000

Hence the diameter of the dish is 1000000000000 times larger than the diameter of the bacterium

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