Question

find 10 rational number between
-1/3 and -1/4​

Answer 1

Answer:

If u convert both these numbers in decimal then it will be -0.33 and -0.25.

Step-by-step explanation:

So the rational numbers between these two numbers are -0.26, -0.261, -0.27, -0.271, -0.28, -0.281, -0.29, -0.291, -0.30, -0.301, -0.31, -0.311 etc

Answer 2

Answer:

-401/1200, -402/1200, -403/1200, -404/1200, -405/1200, -406/1200, -407/1200, -408/1200, -409/1200, -410/1200 are some of them

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Step-by-step explanation:

we first make their denominators equal.

-1/3 and -1/4

= -4/12 and -3/12

now, we need to multiply both fractions' numerator and denominator by 10 to give more rationals between them.

= -40/120 and -30/120

we cannot find 10 rationals between these, so, we multiply both numerators and denominators with 10 again.

= -400/1200 and -300/1200

between these, there are a LOT of rationals to choose from, but the first 10 are:

-401/1200, -402/1200, -403/1200, -404/1200, -405/1200, -406/1200, -407/1200, -408/1200, -409/1200, -410/1200