Which of the following expressions will be true if the expression ‘M ≥ K < T = Q’ is definitely true?a.K<Qb.T=Mc.M ≥ Td.Q<K

The expression ‘M ≥ K < T = Q’ can be interpreted as follows:

• M is greater than or equal to K
• K is less than T
• T is equal to Q

Now, let's analyze each of the options:

a. K<Q: This is true because K is less than T and T is equal to Q, so K is less than Q.

b. T=M: This is not necessarily true because all we know is that M is greater than or equal to K and K is less than T. We can't determine the relationship between T and M.

c. M ≥ T: This is not necessarily true because all we know is that M is greater than or equal to K and K is less than T. We can't determine the relationship between M and T.

d. Q<K: This is not true because Q is equal to T and T is greater than K, so Q is not less than K.

So, the only expression that is definitely true is a. K<Q.