Math, asked by rr5014655gmaicom, 7 months ago

write the decimal form of the following rational numbers 1) 486/1000 2)1/9​

Answers

Answered by sara432
1

Answer:

0.486

0.1111..........

Decimal form of the numbers

Answered by syed2020ashaels
0

According to given rational numbers.

We have to find the decimal form from rational number .

Step-by-step explanation:

Given ,

Two question of rational number .

 1.\frac{486}{1000}

2. \frac{1}{9}

Solution:

Rational number : Rational number can be defined in the form of p and q ,where q can't be equal to zero .

The rational number form:

 \frac{p}{q}

So , both values are valid according to rational number .

Decimal number : Decimal number can be defined as whole number and fraction values are differ by decimal.The notation of decimal number is (.)

Now,

1. \frac{486}{1000}

When we divide a number by 10, 100 and 1000 then we have a simple method.

count the zero in denominator and then in numerator ,then put point from the last digit of numerator.

1. \frac{486}{1000}  = 0.486

The answer is 0.486

2. \frac{1}{9}

We have to divide the 1 by 9 , it doesn't completely divide and show remainder then it can solve by decimals

2. \frac{1}{9}  = 0.111111111....

The answer is 0.111111.....

Hence ,

1.0.486

2. 0.1111111....

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