What is 0. 3333333 as a fraction? - Brainly. com To express 0 3333333 as a fraction, multiply both sides of the equation by a power of 10 that eliminates the decimal The fraction form of 0 3333333 is 3333333 10000000
Which number is rational? - Brainly. com The rational number from the options provided is D: −5 3333333 because it has a repeating decimal and can be expressed as a fraction Options A, B, and C are irrational as they lack a repeating pattern
Which number is rational? - Brainly. com D 5 3333333… In contrast, this number is a repeating decimal, which can be expressed as 5 + 31 or 316 when simplified Therefore, it is a rational number because it can be written as a fraction of integers Conclusion: The number that is rational among the given options is D 5 3333333…
Which number is rational? - Brainly. com The number 5 3333333 is the only rational number among the ones provided because it can be expressed as a fraction, in this case 16 3 Rational numbers are those which can be expressed as the fraction of two integers
[FREE] Express 1. 3333333\ldots as a fraction. - brainly. com To express the recurring decimal 1 3333333… as a fraction, we can use a simple algebraic method Let's assign a variable to the repeating decimal We can say: x=1 3333333… Next, we multiply both sides of the equation by 10 This action shifts the decimal point one place to the right: 10x=13 3333333… To eliminate the repeating part, we subtract the first equation from the second: 10x−x
[FREE] What is 5. 33333333333 as a fraction? - brainly. com 316 is the fraction of 5 3333333 What is a fraction? A fraction is written in the form of a numerator and a denominator where the denominator is greater that the numerator We have two types of fractions Proper fraction and improper fraction A proper fraction is a fraction whose numerator is less than the denominator An improper fraction is a fraction where the numerator is greater than
[FREE] What is 2. 33333333333 in fraction form? - brainly. com The decimal number 2 33333 can be written in the fractional form as 21 9 or the simplest fraction as 7 3 Given decimal number is 2 33333333, We have to find the fractional form of the given number For that, first let, x = 2 33333333 [ Equation 1] Multiplying both sides of the equation by 10, we get, 10x = 23 3333333 [Equation 2] Now subtracting the equations [ Equation 1] from [ Equation 2