Question

7 rational number between 1/3 and 3/5

Answer 1

Step-by-step explanation:

30/90 , 31/90 , 32/90 , 33/90 , 34/90 , 35 /90 , 36/90 54/ 90 .

Answer 2

$\huge\fbox\pink{A}\huge\fbox\blue{n} \huge\fbox\purple{S}\huge\fbox\green{w} \huge\fbox\red{E}\huge\fbox\orange{r}$

Let's find the LCM of denominators first.

Since they are co-primes, the LCM is their product.

∴LCM = 15

Let's make them like fractions now.

1/3 × 5/5 = 5/15

3/5 × 5/5 = 9/15

There aren't 7 fractions in between them.

So let's multiply each fraction by 10/10.

5/15 × 10/10 = 50/150

9/15 × 10/10 = 90/150

Now we have enough fractions to choose from.

Randomly chosen 7 fractions:

51/150, 67/150, 76/150, 88/150, 93/150, 100/150, 149/150.

$\huge\mathfrak\purple{Hope\:this\:helps\:you!}$