Quiz 01 CIS 4350 Spring 2013
Name:
Q1: 1 Point (Minimal Knowledge Question)
Which one of the following statements is correct for JAVA classes?
o You can only implement a single interface
o You can implement multiple interfaces
o You can only inherit from
Quiz 03 CIS 4350 Spring 2013
Name:
Q1: 1 Point (Minimal Knowledge Question)
Given two vectors v1,v2 in R3, which operation results in a vector orthogonal to v1 and v2?
v1 x v2 (cross product)
v1 o v2 (dot product)
v1 + v2
a v1 + (1-a) v2
Q2: 3 points
Quiz 03 CIS 4350 Spring 2013
Name:
Q1: 1 Point (Minimal Knowledge Question)
In order to add physical properties to a Geometry, and to let the Geometry interact with other
physical objects, you need to.
add a RigidBodyControl to the Geometry only
add a R
Quiz 02 CIS 4350 Spring 2013
Name:
Q1: 1 Point (Minimal Knowledge Question)
Given 2 arbitrary rotations, R1 and R2, as well as an arbitrary translation T, and a vector v != 0.
Which one of the following statements is correct about transforming v by R1, R2
Quiz 05 CIS 4350 Spring 2013
Name:
Q1: 1 Point (Minimal Knowledge Question)
Unit quaternions, representing rotations in computer graphics, contain
Angle only
Axis and Angle
Axis only
Axis, Angle and Translation Vector
Q2: 3 points
Euler Angles (i.e. M
Quiz 06 CIS 4350 Spring 2013
Name:
Q1: 1 Point (Minimal Knowledge Question)
Bounding Boxes are used in .
state machines to initialize a state transition
steam engines to be burnt
graphics engines to rotate objects
physics engines for collision detecti
Quiz 09 CIS 4350 Spring 2013
Name:
Q1: 1 Point (Minimal Knowledge Question)
ICP is
an iterative approach to register point data by translation and scaling
an iterative approach to register point data by translation and rotation
a closed form approach t
Quiz 08 CIS 4350 Spring 2013
Name:
Q1: 1 Point (Minimal Knowledge Question)
Cubic Splines are polynomials of degree
1
2
3
4
Q2: 3 points
In class we saw that a cubic spline is defined by 4 points, which are 2 Landmarks (endpoints)
and 2 Control Points. Th
Quiz 07 CIS 4350 Spring 2013
Name:
NOTE: for all Fourier related questions, we only look at sine curves, we entirely neglect cosine
curves here (i.e. we do not look at any phase shift)
Q1: 1 Point (Minimal Knowledge Question)
Fourier Analysis deals with
t