Question

Среди чисел 3,433;3,432;3,44;3,43 найдите дробь, большую 3,434

Answer 1

Среди этих чисел только 3,44

Answer 2

To find the fraction that is greater than 3.434 among the given numbers 3.433, 3.432, 3.44, and 3.43, we can compare each number to 3.434 and determine which one is larger.

Let's start by comparing 3.433 and 3.434. Since the fraction part of 3.434 is larger than the fraction part of 3.433, we can conclude that 3.434 is greater than 3.433.

Next, let's compare 3.432 and 3.434. Again, the fraction part of 3.434 is larger than the fraction part of 3.432. Therefore, 3.434 is also greater than 3.432.

Moving on to 3.44 and 3.434, we can see that the fraction part of 3.434 is smaller than the fraction part of 3.44. Hence, 3.44 is greater than 3.434.

Finally, let's compare 3.43 and 3.434. In this case, the fraction part of 3.434 is larger than the fraction part of 3.43. Thus, 3.434 is greater than 3.43.

To summarize the comparisons:

- 3.434 > 3.433 - 3.434 > 3.432 - 3.44 > 3.434 - 3.434 > 3.43

Based on these comparisons, we can conclude that the fraction 3.434 is greater than all the other fractions provided (3.433, 3.432, 3.44, and 3.43).