Student A:Baskin-Robbins is the world's largest chain of ice cream specialty shop restaurants. Based in Canton, Massachusetts, it was founded in 1945 by Burt Baskin and Irv Robbins in Glendale, California.

Based on this passage, where did the name baskin robbins come from?
Student B:OK... The relevant sentence in the passage is: Based in Canton, Massachusetts, it was founded in 1945 by Burt Baskin and Irv Robbins in Glendale, California.
founded in 1945 by Burt Baskin and Irv Robbins.

Problem:Context: On January 30, 2017, NBC renewed the series for a second season of 13 episodes, which premiered on Wednesday, September 20, 2017 with an hour-long premiere before moving to its normal time slot on Thursday at 8: 30 pm, beginning September 28, 2017. On November 21, 2017, NBC renewed the series for a 13-episode third season, which will premiere on September 27, 2018.

Question: when does the new good place come out?
Solution:OK... The relevant sentence in the passage is: On November 21, 2017, NBC renewed the series for a 13-episode third season, which will premiere on September 27, 2018.
September 27 , 2018.

Student A:Individually, as a linguistic variety, Hindi is the fourth most-spoken first language in the world, after Mandarin, Spanish and English. Alongside Urdu as Hindustani, it is the third most-spoken language in the world, after Mandarin and English.

Answer this question: what is the position of hindi language in the world?
Student B:OK... To answer the above question, the relevant sentence is: Individually, as a linguistic variety, Hindi is the fourth most-spoken first language in the world, after Mandarin, Spanish and English.
fourth most - spoken.

Problem:Cis -- trans isomerism, also known as geometric isomerism or configurational isomerism, is a term used in organic chemistry. The prefixes "cis" and "trans" are from Latin. In the context of chemistry, cis indicates that the functional groups are on the same side of the carbon chain while trans conveys that functional groups are on opposing sides of the carbon chain. Cis-trans isomers are stereoisomers, that is, pairs of molecules which have the same formula but whose functional groups are rotated into a different orientation in three-dimensional space. It is not to be confused with E -- Z isomerism, which is an absolute stereochemical description, and only to be used with alkenes. In general, stereoisomers contain double bonds that can not rotate, or they may contain ring structures, where the rotation of bonds is restricted or prevented. Cis and trans isomers occur both in organic molecules and in inorganic coordination complexes. Cis and trans descriptors are not used for cases of conformational isomerism where the two geometric forms easily interconvert, such as most open-chain single-bonded structures; instead, the terms "syn" and "anti" would be used.

Based on this passage, what is the difference between cis and trans molecules?
Solution:OK... To answer the question, consider the following: In the context of chemistry, cis indicates that the functional groups are on the same side of the carbon chain while trans conveys that functional groups are on opposing sides of the carbon chain.
cis indicates that the functional groups are on the same side of the carbon chain while trans conveys that functional groups are on opposing sides of the carbon chain.

Student A:The Canadian prime minister serves at Her Majesty's pleasure, meaning the post does not have a fixed term. Once appointed and sworn in by the governor general, the prime minister remains in office until he or she resigns, is dismissed, or dies. The lifespan of parliament was limited by the constitution to five years and, though the governor general may still, on the advice of the prime minister, dissolve parliament and issue the writs of election prior to the date mandated by the Canada Elections Act; the King -- Byng Affair was the only time since Confederation that the governor general deemed it necessary to refuse his prime minister's request for a general vote. As of 2007, with an amendment to the Elections Act, Section 56.1 (2) was changed to limit the term of a majority government to four years, with election day being set as the third Monday in October of the fourth calendar year after the previous polling date.

Based on this passage, how long is the term for prime minister of canada?
Student B:OK... To answer this question, we should know that: The Canadian prime minister serves at Her Majesty's pleasure, meaning the post does not have a fixed term.
the post does not have a fixed term.

Student A:In mathematics, to solve an equation is to find its solutions, which are the values (numbers, functions, sets, etc.) that fulfill the condition stated by the equation, consisting generally of two expressions related by an equality sign. When seeking a solution, one or more free variables are designated as unknowns. A solution is an assignment of expressions to the unknown variables that makes the equality in the equation true. In other words, a solution is an expression or a collection of expressions (one for each unknown) such that, when substituted for the unknowns, the equation becomes an identity. A problem of solving an equation may be numeric or symbolic. Solving an equation numerically means that only numbers represented explicitly as numerals (not as an expression involving variables), are admitted as solutions. Solving an equation symbolically means that expressions that may contain known variables or possibly also variables not in the original equation are admitted as solutions.

Answer this question based on the passage: what does solution of an equation mean in math?
Student B:
OK... To answer the above question, the relevant sentence is: In mathematics, to solve an equation is to find its solutions, which are the values (numbers, functions, sets, etc.) that fulfill the condition stated by the equation, consisting generally of two expressions related by an equality sign.
the values ( numbers , functions , sets , etc . ) that fulfill the condition stated by the equation , consisting generally of two expressions related by an equality sign.