Question

A)-6,7 и -7,6 б)-5,12 и -5,2в)-0,618 и 0,816г)-0,7 и -0,699д) -5/6 и -8/9е) -11/20 и -9/16

Answer 1

а) (-6,7) > (-7,6)

б) (-5,12) > (-5,2)

в) (-0,618) < 0,816 и (-0,618) > (-0,816)

г) (-0,7) < (-0,699)

д) (-5/6) > (-8/9), так как (-15/18) > (-16/18)

е) (-11/20) > (-9/16), так как (-44/80) > (-45/80)

Answer 2

To identify which of the given pairs are solutions to an inequality, we need to compare the numbers and see if they satisfy the given condition. Let's look at each option:

а) -6,7 and -7,6: These are two pairs of numbers. To determine if they satisfy an inequality, we need more context or information about the inequality they are related to. Without additional information, we cannot determine if they are solutions to any specific inequality.

б) -5,12 and -5,2: Similarly, without an inequality, we cannot determine if these pairs of numbers are solutions to any specific inequality.

в) -0,618 and 0,816: Without an inequality, we cannot determine if these numbers satisfy any specific condition.

г) -0,7 and -0,699: Without an inequality, we cannot determine if these numbers satisfy any specific condition.

д) -5/6 and -8/9: Without an inequality, we cannot determine if these fractions satisfy any specific condition.

е) -11/20 and -9/16: Without an inequality, we cannot determine if these fractions satisfy any specific condition.

In summary, none of the given options can be identified as solutions to an inequality without the context of the specific inequality they are related to.