Assumption I is implicit because otherwise it would not have been prescribed. As the Environment pollution Authority is concerned with auto-rickshaws, assumption II seems quite plausible.
Neither can we assume about the CIA nor about the toughness of its work from the statement.
How did the know about the advertisement? Hence it can be assumed that they read newspapers. Why did they get puzzled over the publication of the advertisement in the newspaper? All the advertisement can't puzzled all persons of the same profession. Hence it can be assumed that the advertisement was a rare one.
II may be a conclusion but it is not an assumption. I is not implicit. That is why the speaker is saying so.
Neither the name of the department nor the post held by him can be assumed from the statement. Hence II is not implicit. Also, nothing about his present job status can be assumed. Hence I is not implicit.
The speaker is comparing between the two types of business. So neither we can assume which one is preferable nor whether saving of time in business is important or not. It is certain that time can be saved, but whether it is important or not can't be assumed from the statement.
National interest could or could not be paramount for other industrial concerns. So assumption I is not implicit. There is not even a mention of environmental resources. We can treat assumption II as a possibility but it is not necessarily so.
Gift scheme gave a spurt to paging industry but we cannot generalise it. So assumption I is not implicit because of the word always. II is implicit. That is why paging industries are now going through tough times.
Seller's promise doesn't mean that the good will give satisfaction to buyers. Hence I is not implicit. Nothing can be assumed about unbranded goods from the statement. Hence II is not implicit.
The connection between "advertising hype' and "one would imagine" makes I implicit. II is not implicit: what the speaker assumes is that there might be some change but not on the grand scale being talked about.
if neither I nor II is implicit.
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