Q: A Reservation Against Cancellation (RAC) is a type of ticket that can be sold for travel on the Indian Railways. Although it ensures certainty of travel, it does not guarantee a berth. A berth will be allocated to the person who reserves an RAC ticket if passengers who already have a confirmed ticket do not turn up before the train departure or get their confirmed ticket cancelled. A berth is split into 2 seats for 2 RAC ticket holders. If there's any last minute cancellations, or if any quota allocations remain unsold, or if any confirmed ticket holders are given a free upgrade (more later), an RAC ticket holder is given the empty berth, the other RAC ticket holder can then convert the 2 seats into a berth.
Can we conclude that can we sit in train with rac ticket?
OPTIONS:
- no
- yes
A: yes

Q: Red velvet cake is traditionally a red, red-brown, or mahogany or maroon or crimson colored chocolate layer cake, layered with white cream cheese or ermine icing. The cake is commonly served on Christmas or Valentine's Day. Common modern red velvet cake is made with red dye,; however, the red color was originally due to non-Dutched, anthocyanin-rich cocoa.
Can we conclude that is red velvet cake the same as chocolate?
OPTIONS:
- no
- yes
A: no

Q: Points are also awarded to assess standings (or rankings). For winning a game, a team always earns two points in the standings whether they win in regulation or overtime. When a team ties, they earn one point. Often, there are no ties (in the NHL as a result of many rule changes after the 2004--05 NHL lockout). However, a rule that was instituted in the 1999--2000 NHL season makes it so that when a team loses in overtime, they shall earn one point for making it to overtime. This rule includes shootouts, which were instituted after the aforementioned lockout. Teams that win in overtime or a shootout receive a bonus point together with the point they received for the initial draw.
Can we conclude that do you get a point in overtime nhl?
OPTIONS:
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- yes
A: yes

Q: In mathematics, the irrational numbers are all the real numbers which are not rational numbers, the latter being the numbers constructed from ratios (or fractions) of integers. When the ratio of lengths of two line segments is an irrational number, the line segments are also described as being incommensurable, meaning that they share no ''measure'' in common, that is, there is no length (''the measure''), no matter how short, that could be used to express the lengths of both of the two given segments as integer multiples of itself.
Can we conclude that can a irrational number be a real number?
OPTIONS:
- no
- yes
A:
yes