TEST BANK
Chapter 1: Teaching Mathematics in the 21st Century
MULTIPLE CHOICE. Choose the one alternative that best completes the statement or
answers the question.
1) Which choice reflects two factors that influence the teaching of Mathematics effectively?
A) Manipulatives and an overhead projector.
B) Knowledge of standards and practices.
C) Internet sites and computer software.
D) Student records and interviews with experienced teachers.
2) The mathematical needs in society have changed and are influencing what should be taught in
preK-8 mathematics classrooms. What statement below reflects a key factor in the change?
A) Teacher accountability through increased use of standardized assessments.
B) International perspective with ideas on how and what to teach.
C) Data on the performance of U.S. students in national and international studies.
D) Research on how students learn mathematics.
3) The National Assessment of Educational Progress
A) Consists of data collected by individual school districts so they may assess their teachers.
B) Reported in 2013 that less than half of all fourth– and eighth-graders performed on a
standardized mathematics test at the desirable levels of “proficient” or “advanced.”
C) Showed dramatic decreases in U.S. mathematics scores over the last 30 years.
D) Produced results in 2009 that indicated U.S. students would likely reach the goal required by
No Child Left Behind legislation that all students perform at or above a proficient level by 2014.
4) What documents does this statement describe “shared expectations for K-12 students across
states that include a focused set of mathematics contents standards and practices”?
A) Curriculum Focal Points
B) Principles and Standards for School Mathematics
C) Common Core State Standards
D) Assessment Standards for School Mathematics
5) Which of the following can be said to be true about the Teaching and learning principle?
A) Provide instructional opportunities for students to demonstrate their competence in different
ways creating tasks with easy entry points for students who struggle.
B) Think beyond computation when considering the integration of technology.
C) Develop a long-term plan for building your expertise.
D) Generate ways for students to provide evidence of their thinking through discussion,
illustrations, and written responses.
6) What statement best reflects the Connections standard of the Five Process Standards from
Principles and Standards for School Mathematics?
A) Students should be given opportunities to see how various mathematical ideas relate to one