Arrange the following rational numbers in ascending order: (-frac{3}{4}), (frac{5}{6}), (-frac{2}{3}), (frac{1}{2})

Question

Accepted Answer

Step:1 ：First, compare the two positive rational numbers (frac{5}{6}) and (frac{1}{2}). Since (frac{5}{6} > frac{1}{2}), arrange them as (frac{1}{2}), (frac{5}{6})Step:2 ：Next, compare the two negative rational numbers (-frac{3}{4}) and (-frac{2}{3}). Since (-frac{3}{4} < -frac{2}{3}), arrange them as (-frac{3}{4}), (-frac{2}{3})Step:3 ：Finally, since all negative numbers are less than positive numbers, put the negative numbers first. So the final order is (-frac{3}{4}), (-frac{2}{3}), (frac{1}{2}), (frac{5}{6})

Answer

Step: 1 ：First, compare the two positive rational numbers (frac{5}{6}) and (frac{1}{2}). Since (frac{5}{6} > frac{1}{2}), arrange them as (frac{1}{2}), (frac{5}{6})Step: 2 ：Next, compare the two negative rational numbers (-frac{3}{4}) and (-frac{2}{3}). Since (-frac{3}{4} < -frac{2}{3}), arrange them as (-frac{3}{4}), (-frac{2}{3})Step: 3 ：Finally, since all negative numbers are less than positive numbers, put the negative numbers first. So the final order is (-frac{3}{4}), (-frac{2}{3}), (frac{1}{2}), (frac{5}{6})

Arrange the following rational numbers in ascending order: $- \frac{3}{4}$ , $\frac{5}{6}$ , $- \frac{2}{3}$ , $\frac{1}{2}$

Answer

Popular Problems

Arrange the following rational numbers in ascending order: −34, 56, −23, 12

Answer

Popular Problems

Arrange the following rational numbers in ascending order: $- \frac{3}{4}$ , $\frac{5}{6}$ , $- \frac{2}{3}$ , $\frac{1}{2}$