If the order of objects is not of importance, how many ways can ten objects be selected two at a time? Why do this result different from the result when order matters? There are different ways to select two objects at a time. (Type a whole number) Explain why this result is different from the result when order matters. Choose the correct answer below. O A When order matters, picking the first object before the second object is not the same as picking the second object before the first object. Therefore, the number of ways of choosing is less than when order does not matter OD. When order does not mattor, picking the first object before the second object is the same as picking the necond object before the first object. Therefore, the number of ways of choosing is less than when order matters oc When order matters, picking the first object before the second object is the same as picking the second object before the first object. Therefore, the number of ways of choosing is greater than when order does not matter OD. When order does not matter, picking the first object before the second object is the same as picking the second object before the first object. Therefore, the number of ways of choosing is greater than when order malfors