represents repeating decimal
<em><u>Solution:</u></em>
We are asked to find the rational number that represents repeating decimal
A repeating decimal, also called a recurring decimal, is a number whose decimal representation eventually becomes periodic (i.e., the same sequence of digits repeats indefinitely)
Option 1
So here the decimal part is not repeating. So does not represent repeating decimal
Option 2
So here the decimal part is not repeating. So does not represent repeating decimal
Option 3
So here in decimal part "3" is repeating and goes on forever
So represents repeating decimal
Option 4
So here the decimal part is not repeating. So does not represent repeating decimal
Answer:
448
Step-by-step explanation:
I= PRT/100
I= 1400x8x4=44800/100= $448
Answer:
There are 1,039,584 ways in which this can be done.
Step-by-step explanation:
Total number of black marbles = 17
Total number of blue marbles = 9
The number black marbles to be chosen = 6
The number blue marbles to be chosen = 3
So, we have to choose 6 black from 17 black marbles.
and to choose 3 blue from 9 blue marbles.
So, the number if possible ways to do it :
Now, solving , we get:
solving , we get:
Hence, there are 1,039,584 ways in which this can be done.
11.3057558 is the answer when you multiply/add/subtract it all.