To compare ( \frac{6}{5} ) and ( \frac{3}{3} ), we first simplify ( \frac{3}{3} ) to 1. Next, we convert ( \frac{6}{5} ) to a decimal, which is 1.2. Since 1.2 is greater than 1, we conclude that ( \frac{6}{5} ) is not less than ( \frac{3}{3} ). Thus, ( \frac{6}{5} ) is greater than ( \frac{3}{3} ).
To compare 6 fifths and 3 thirds, we can convert them to improper fractions or decimals. Six fifths is 1.2, and three thirds is 1. Therefore, 6 fifths is greater than 3 thirds, making the statement false.
Four fifths (4/5) is equal to 0.8, while three thirds (3/3) is equal to 1. Since 0.8 is less than 1, four fifths is not bigger than three thirds. Therefore, three thirds is larger than four fifths.
2/3 is greater than 1/5
To compare 6 fifths and 3 thirds, we can convert them to a common denominator. 6 fifths is equal to 6/5, which is 1.2, and 3 thirds is equal to 3/3, which is 1. Therefore, 6 fifths (1.2) is greater than 3 thirds (1).
Greater, 16/5 is over one in fact its about 3.2, 2/3 is under 1.
To compare 6 fifths and 3 thirds, we can convert them to improper fractions or decimals. Six fifths is 1.2, and three thirds is 1. Therefore, 6 fifths is greater than 3 thirds, making the statement false.
No. Two-thirds is (16 and 2/3 percent) less than four-fifths.
Four fifths (4/5) is equal to 0.8, while three thirds (3/3) is equal to 1. Since 0.8 is less than 1, four fifths is not bigger than three thirds. Therefore, three thirds is larger than four fifths.
6/5 is greater than 3/3 by 1/5
2/3 is greater than 1/5
To compare 6 fifths and 3 thirds, we can convert them to a common denominator. 6 fifths is equal to 6/5, which is 1.2, and 3 thirds is equal to 3/3, which is 1. Therefore, 6 fifths (1.2) is greater than 3 thirds (1).
Yes, it is.
Yes.
Greater, 16/5 is over one in fact its about 3.2, 2/3 is under 1.
one third is less then 3 thirds
2/3 is not > 4/5
It isn't. 1 third=5 fifteenths 1 fifth is 3 fifteenths so 2 fifths=6 fifteenths So 1/3 is less than 2/5 by 1/15