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What number would be located between 2 3 and 7/8 on a number line?

What number would be located between 2 3 and 7/8 on a number line?

1 Expert Answer So, an example of a rational number in between 2/3 and 7/8 is 19/24.

How do you add a rational number between two numbers?

If the numerators differ by a large value then you can simply write the rational numbers with an increment of one while keeping the denominator part unaltered. If the numerators differ by a smaller value than the number of rational numbers to be found simply multiply the numerators and denominators by multiples of 10.

What are rational numbers between 2 7?

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So, rational number between and 2 and 7 will be 1.5 = .

How do you add 7 rational numbers?

1 Answer

  1. AS, we have to find 7 rational numbers between 2 and 3, we multiply the numbers by 8/8.
  2. ∴ 2= 2 × 8/8 = 16/8.
  3. And 3 = 3 × 8/8 = 24/8.
  4. Thus, 7 rational numbers between 2 and 3.
  5. (ex., 16/8 and 24/8) are =
  6. 17/8, 18/8, 19/8, 20/8, 21/8, 22/8 23/8.
  7. = 17/8, 9/4, 19/8, 5/2, 21/8, 11/4, 23/8.
  8. = 2. 1/8, 2. 1/4, 2. 3/8, 2.

How can you add two rational numbers between 2 and 3?

the answer is 7/ 3 , 8/ 3 .

Is 8 7 a rational or irrational number?

Rational numbers are fractions composed of integers. An integer is a number with no fractional part. So 7/8 is a ratio of whole numbers, which makes it rational.

What is a rational number between 2 and 3?

We know, if a and b are the two rational numbers, then a rational number between them can be 2a+b and irrational number is ab, provided ab is not a perfect square. Then, a rational number between 2 and 3 = 22+3

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How many rational numbers lie between 1/8 and 6/8?

Since the Denominators of Two Rational Numbers are Same and Numerators differ by a large value increment the numerator by 1 while keeping the Denominator Unaltered. 2/8, 3/8, 4/8, 5/8 are the 4 Rational Numbers that lie between 1/8 and 6/8.

How many rational numbers can be inserted between two rational numbers?

We can insert infinitely many rational numbers between Two Rational Numbers. This Property of Rational Numbers is called Dense Property. How to find Rational Numbers between Two Rational Numbers with the Same Denominator?

What is the average of an irrational and a rational number?

If either a or b is irrational (but not both), then the average of a and b will be irrational. For example, you could say that the golden ratio is the average of a rational number, 1, and an irrational number, square root of 5. Φ = 1 + 5 2 ≈ 1.618