Answer:
I'd be glad to arrange the fractions in each group in decreasing order:I'd be glad to arrange the fractions in each group in decreasing order:
Group A: 3. 2/8, 1/8, 8/8, 5/8
1. Since we are able to compare fractions that contain the same denominator, it is valid to rewrite 3. Fraction change is performed by dividing both the numerator and denominator by 0. 2 in this case 2/8 as 32/8.
2. Now, we have: Last and not least, the fixed effects are 32/8=4, 1/8=0. 125, 8/8=1, and 5/8=0. 625.
3. Ordering them in decreasing order: The treatment ration is 32/8 hardened joint capsules, 8/8 fissured femurs, 5/8 luxated patellas, and 1/8 all other conditions.
Group B: 3/11 , 15/11 ,9/11 , 5/11 all represent fraction which is a part of whole and in fact rational number.
1. Alas, in this case, getting a value for directly comparing the fractions is impossible due to different denominators involved.
2. The next multiple that is common for all numbers is another 11 because there are two 2s in 22 * 5, one 2 in x = 11 * 1 * 1, and (2 – 1) * 5 = 5 in 11 * 1 * 5, which gives 22, x = 11, and 5, respectively.
3. To get each fraction a denominator of 11, we multiply the numerator and denominator of each fraction by the appropriate factor:To get each fraction a denominator of 11, we multiply the numerator and denominator of each fraction by the appropriate factor:
- 3/11 remains unaltered since, 3, in numerator has the same denominator 11 in the second part of the fraction.
- We can simplify the terminating decimal 15/11 as 15 * 1 divided by 11 * 1 which gives us 15/11.
- Indeed, 9/11 transforms into 9/11 brevity, which strikes this writer as singularly unhelpful.
- For the final fraction, a change in the denominator is not required since there is an 11 in the denominator already and the numerator is 5
4. Now we can compare the fractions directly: There are meetings scheduled for 15th November, 11th September, 11th May 3rd November.
5. Ordering them in decreasing order: 15/11, 9/11, 5/11, 3/11
Step-by-step explanation:
