Question
Which of the following is not a type of Public Private
Partnership (PPP) Model?Solution
Build-Operate-Transfer (BOT): It is a conventional PPP model in which the private partner is responsible to design, build, operate (during the contracted period) and transfer back the facility to the public sector. Build-Own-Operate (BOO): In this model ownership of the newly built facility will rest with the private party. Build, Own, Operate, Transfer (BOOT): In this variant of BOT, after the negotiated period of time, the project is transferred to the government or to the private operator. Build-Operate-Lease-Transfer (BOLT): In this approach, the government gives a concession to a private entity to build a facility (and possibly design it as well), own the facility, lease the facility to the public sector and then at the end of the lease period transfer the ownership of the facility to the government.
Statements:
All clouds are earths.
No earth is a planet.
Conclusions:
I. No cloud is a planet.
II. Some plan...
Statements:
All dogs are cats
Only a few rat is cat
No parrot is dogÂ
Conclusions:
I. Some parrots are cats is...
In the question below some statements are given followed by three conclusions I, II, and III. You have to take the given statements to be true even if ...
Statement:Â Â
All circles are bangle.
Mostly squares are bangle.
At-least some bangle are heart.
Conclusion:
1. Mo...
Statements:
Some Poll are Telegram
Only a few Telegram is Letter
Only Letter is Office
Conclusions:
I. All...
Statements:Â
Only a few Laptops are Notebooks.
No Notebook is Computer.
Only a few Notebooks are Bars.
Only a few Bars...
Statements:All gems are stones.
Some stones are diamonds.
Some diamonds are jewelry.
Some jewelry are pearls.
Conclusions:I....
Statement:
Only a few internet are system.
All system are network.
Only network is intranet.
No network is browse. ...
Statements:Â
Some dogs are cat
No cat is a lion
All lions are tiger
Conclusion:
I. All dog can never be lion
...In the question below some statements are given followed by three conclusions I, II, and III. You have to take the given statements to be true even if ...