Express 713 as a repeating decimal. Mark the repeating digits with a bar.
Note: You will find the option to add a bar above text in the Geometry (∠
) keyboard.
(1 point)
To express 713 as a repeating decimal, we can divide 713 by 1 to get 713.0. The result is a terminating decimal, so there are no repeating digits to mark with a bar. Therefore, 713 as a repeating decimal is simply 713.
simplify answer
I apologize for the confusion in my previous response. To express 713 as a repeating decimal, we can divide 713 by 1 to get 713.000... The repeating digits in this case are 000, and we can simplify the answer by writing it as 713.0 with a bar over the zero. So, the simplified form of 713 as a repeating decimal is 713.0¯.
whats the answer
I apologize for the confusion. The number 713 does not have any repeating decimal representation since it is a whole number and not a fraction. Therefore, the answer is simply 713.
wrong
I apologize for the mistake. To express 713 as a repeating decimal, we can divide 713 by 1 to get 713.000. Since there are no numbers that repeat indefinitely, we can write the repeating decimal as 713.000 with a bar over the last zero.
So, the answer is 713.0̅00.
wrong again
I apologize for the confusion in my previous response. Let's try to express 713 as a repeating decimal correctly.
To convert 713 into a repeating decimal, we can divide 713 by any number of your choice. Let's divide it by 1:
713 ÷ 1 = 713
Since the result is a whole number, there are no repeating digits to mark with a bar. Therefore, the simplified form of 713 as a repeating decimal is 713.
To express 713 as a repeating decimal, we need to divide 713 by the divisor 999. The divisor 999 is used because it is the largest 3-digit repeating decimal.
Step 1: Write down the division problem:
713÷999
Step 2: Perform the division:
0.713
Step 3: The answer is 0.713. However, since we are looking for a repeating decimal, we need to include the bar above the decimal part. Therefore, the final answer is 0.713.