Math, asked by hmmmmmyes7, 8 months ago

You are given the sequence of digits "0625", and can insert a decimal point at the beginning, at the end, or at any of the other three positions. Which of these numbers can you not make? \frac{6}{25}, \frac{5}{8}, \frac{1}{16}, \frac{25}{4}, 25^{2}

Answers

Answered by CoolGuy69
95

Answer:

6/25

Step-by-step explanation:

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Answered by DevendraLal
13

Given:

The sequence of digits "0625".

To find:

From the given options which number cannot be obtained.

Solution:

1) To find the required answer we will do it by solving the options.

2) The decimal expressions for

  • 6/25 is 0.24
  • 5/8 is 0.625
  • 1/16 is 6.25
  • 25/4 is 6.25
  • 25² is 625

hence the decimal expression of 6/25 is 0.24 which is not meeting the requirement of the condition.

So 6/25 cannot make the required sequence.

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