Question

А) 0,6 и 8/15 б) 1 и 17/11 в)0,4 м 7/15 г) 1 19/20 что больше?

Answer 1

А)0,6
Б)1
В)7/15
Г)1

Answer 2

А)0,6 Б)1 В)7/15 Г)1

Answer 3

To compare the given fractions, we need to convert them to a common denominator. The common denominator for all the fractions is 20. Let's convert each fraction:

а) 0.6 = 0.6 * 20/20 = 12/20 8/15 = (8/15) * (4/4) = 32/60

б) 1 = 1 * 20/20 = 20/20 = 1 17/11 = (17/11) * (20/20) = 340/220

в) 0.4 = 0.4 * 20/20 = 8/20 7/15 = (7/15) * (4/4) = 28/60

г) 1 = 1 * 20/20 = 20/20 = 1 19/20 = (19/20) * (20/20) = 19/20

Now, let's compare the fractions:

а) 12/20 vs. 32/60: To compare these two fractions, we can observe that both have the same numerator, but 32/60 has a smaller denominator, which means it represents a larger value. So, 32/60 is greater than 12/20.

б) 1 vs. 340/220: To compare these two fractions, we can convert 1 to have the same denominator as 340/220: 1 = 1 * (220/220) = 220/220 Now, we see that 220/220 is equal to 340/220, so they are equal.

в) 8/20 vs. 28/60: To compare these two fractions, we can observe that both have the same numerator, but 28/60 has a smaller denominator, which means it represents a larger value. So, 28/60 is greater than 8/20.

г) 1 vs. 19/20: To compare these two fractions, we see that 19/20 is less than 1 since it's one unit away from 1.

So, in order from smallest to largest value:

в) 8/20 < 28/60 = 14/30 а) 12/20 = 24/40 = 3/5 г) 19/20 б) 1

Therefore, the correct order from smallest to largest is в) 8/20, а) 12/20, г) 19/20, б) 1.