In this task you will be given a passage and a yes/no question based on the passage. You should answer the question using the information from the passage.

passage: Nolan is now so exhausted he cannot crank it with his hand any longer. Nolan has to use both his hands to slowly crank the handle, but breaks it off accidentally. Nolan's attempts to fix the crank generator fails, so he gives his child mouth-to-mouth resuscitation to keep her alive. Before he can do any more, Nolan passes out from shock, stress, and exhaustion. Nolan then hears the ventilator beeping; it is running out of power. However, he is too weak to get back up. Nolan accepts that he has failed his child. But Sherlock comes to his aid and brings two paramedics with him to save Nolan, and drag him out. When Nolan wakes up, the paramedics hear his baby crying and run off to find her. Abigail has finally learned to breathe on her own. The paramedics give Nolan his baby and the two embrace, with Nolan crying tears of joy as they are brought to safety.
question: does the baby survive in the movie hours?
Yes

passage: The Pacific Division is one of the three divisions in the Western Conference of the National Basketball Association (NBA). The division consists of five teams, the Golden State Warriors, the Los Angeles Clippers, the Los Angeles Lakers, the Phoenix Suns and the Sacramento Kings. All teams, except the Suns, are based in California.
question: are the lakers and the warriors in the same division?
Yes

passage: In mathematics and vector algebra, the cross product or vector product (occasionally directed area product to emphasize the geometric significance) is a binary operation on two vectors in three-dimensional space ( R 3 ) (\displaystyle \left(\mathbb (R) ^(3)
ight)) and is denoted by the symbol (\displaystyle imes ) . Given two linearly independent vectors a (\displaystyle \mathbf (a) ) and b (\displaystyle \mathbf (b) ) , the cross product, a b (\displaystyle \mathbf (a) imes \mathbf (b) ) , is a vector that is perpendicular to both a (\displaystyle \mathbf (a) ) and b (\displaystyle \mathbf (b) ) and thus normal to the plane containing them. It has many applications in mathematics, physics, engineering, and computer programming. It should not be confused with dot product (projection product).
question: is dot product the same as cross product?
No