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WorksheetsEME 318 Review
Total questions: 50
Worksheet time: 47mins
When should fraction understanding begin?
First Grade
Pre-K
Fourth Grade
Middle School
Fraction instruction begins with....
Division
Numbers
Words
Pictures
The size of the whole is important to being able to manipulate fractions.
False
True
(a) is splitting a whole into equal sized pieces
(a) is putting equal sized pieces together to create a whole
Developing an understanding of the size of fractions in relationship to other fractions is necessary for students to develop __________.
An Understanding of How to Represent Fractions Visually
Fraction Skills
Definitions of the Numerator and Denominator
Number Sense
Fractional parts MUST be equal.
True
False
A larger denominator always means a larger number.
False
True
The best model to start teaching operations with fractions is...
Number line models
Area models
Use a variety of models
Set models
Problem contexts should be (a) to students
Should invented strategies for operations with fractions come before or after algorithms?
Before
After
It doesn't matter
Whatever you think the students can handle
When teaching addition and subtraction algorithms for fractions, start with....
Like numerators
Equivalent fractions
Like denominators
A fraction and a whole number
The more places behind the decimal point, the larger the number.
True
False
When teaching about decimals, each place value changes by a factor of...
25
100
5
10
The purpose of the decimal point is to mark the (a) place.
When students think about decimals, they usually think about (a) notation.
Which aspect of geometry is most associated with K-8 instruction?
Area
Shapes
Perimeter
Proofs
Building a larger shape from several small shapes is called (a) .
Starting with a large shape and breaking it down into component shapes is called (a) .
Another word for "tessellation" is ______.
symmetry
composing
tiling
mapping
Tangrams contain ___ pieces of ___ shapes.
7 pieces of 4 shapes
7 pieces of 3 shapes
9 pieces of 3 shapes
8 pieces of 4 shapes
One real-world connection to coordinate planes is (a) .
Which common error in the game Battleship can make coordinate planes confusing?
making several wrong guesses in a row
trying to place the ships diagonally
it's only one quadrant
reversing the order of the x and y coordinates
What's traditionally been the benchmark of "knowing math?"
Problem solving
Computational fluency
Geometric proofs
Scoring high on standardized tests
Building familiarity with compatible numbers (numbers with a sum ending in a zero) helps to build computational fluency.
false
true
What's subitizing?
Why is it important for middle school math teachers to understand the foundational skills of addition?
Number talks are a good way to showcase _________.
invented strategies
speedy computation
mental math
review skills
Ultimately, students should know single-digit addition and subtraction facts as fluently as they know their ___________.
name
alphabet
sight words
address
Subtraction instruction should start with the algorithm.
true
false
Which word should NEVER be used when teaching estimation?
almost
approximate
about
guess
What's the best way to assess fact fluency?
How many tiers comprise MTSS?
4
5
3
6
Tiers 1 and 2 are meant to be (a) .
Parent consent is legally required for which tier?
Tier 1
Tier 2
Tier 3
It's required for all of them
It takes (a) data points to triangulate data.
How do invented strategies for multiplication and division compare with invented strategies for addition and subtraction?
Less important
As important
More important
There's no comparison
You should teach multiplcation facts in order, 0 - 12.
True
False
Using clusters (or strings) of multiplication problems helps to ________ multi-digit multiplication onto known single-digit multiplication facts
use manipulatives for
teach the algorithm for
visually represent
intentionally scaffold
CRA stands for....
concrete
representational
abstract
cluster
representational
arrays
color code
review
arithmetic
concrete
review
abstract
Algebraic thinking starts in (a) or before!
Algebraic thinking often starts with recognizing (a) .
Why is it important to make intentional real-world connections for students with algebra?
Without (a) , statistics are meaningless.
When analyzing statistical data, data points of 0 (zero) don't matter.
true
false
The three statistical measures of center are...
multiplication
median
mode
mean
middle
mode
math
middle
multiplication
mean
median
mode
The Mean Absolute Deviation (MAD) is.....
Probability is....
The certainty that an event will happen
How likely an event is to happen
Exactly the same as fractions
All about the spinners
Which is a multiplicative comparison?
ratios
fractions
percentages
statistics
Covariation means .....
