Question

Find rational number between 1 upon 4 and 1 upon 5

Answer 1

Answer:

So, we have to multiply a mext consecutive number of the numbers required in the numerator and denominator. Hence, we will multiply here (n+1) and (n+1)=(3+1)=4. ...

now the numbers we will get are.

Now, take LCM of these numbers. LCM=80. now the fractions will be.

Hence, the required fractions are.

Answer 2

Answer: 60/200

Step-by-step explanation:

We will first make the denominators of both 1/4 and 1/5 same.

We can do this by first taking the LCM of the denominators - it is 20

For 1/4, we will divide 20 by the denominator (4) and then multiply by the numerator (1). We will get 5/20.

For 1/5, we will divide 20 by the denominator (5) and then multiply by the numerator (1). We will get 4/20.

Now let's make 5/20 and 4/20 bigger by multiplying 10 with the denominator as well as the numerator.

We will get 50/200 and 40/200.

Now you can easily find any rational number between them.

For example, I have taken 60/200.

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