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I can use ratio language to describe the relationship between two quantities. DOK 2 6.RP.1. I can write a ratio to describe the relationship between two quantities. DOK 2 6.RP.1. I can write a ratio using three different formats. DOK 2 6.RP.1. I can describe a unit rate in words.
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I can use ratio language to describe the relationship between two quantities. DOK 2 6.RP.1
I can write a ratio to describe the relationship between two quantities. DOK 2 6.RP.1
I can write a ratio using three different formats. DOK 2 6.RP.1
I can describe a unit rate in words. DOK 2 6.RP.2
I can write a unit rate in a/b and a:b form. DOK 2 6.RP.2
I can use a double number line diagram to reason about equivalent ratios. DOK 2 6.RP.3
I can use a table to find equivalent ratios. DOK 2 6.RP.3a
I can find missing values in equivalent ration tables. DOK 2 6.RP.3a
I can plot the pairs of values in a table on a coordinate plane. DOK 2 6.RP.3a
I can use a table to reason about equivalent ratios. DOK 2 6.RP.3a
I can use a tape diagram to reason about equivalent ratios. DOK 2 6.RP.3a
I can use an equation to reason about equivalent ratios. DOK 2 6.RP.3a
I can solve unit rate problems with unit pricing. DOK 2 6.RP.3b
I can solve unit rate problems with constant speed. DOK 2 6.RP.3b
I can understand percent means hundredths. DOK 2 6.RP.3c
I can find a percent of a quantity. DOK 2 6.RP.3c
I can find the whole, given a part and a percent. DOK 2 6.RP.3c
I can convert measurement units using ratio reasoning. DOK 2 6.RP.3d
I can transform unit s to solve problems. DOK 2 6.RP.3d
I can use a model to show division of fractions. DOK 1 6.NS.1
I can use my understanding of multiplication of fraction to explain division of fractions. DOK 1 6.NS.1
Divide fractions to find the quotient. DOK 1 6.NS.1
I can interpret the meaning of the quotient. DOK 6.NS.1
I can solve word problems using division of fractions. DOK 1 6.NS.1
Write an equation to solve a problem using division of fractions. DOK 1 6.NS.1
I can write a story problem that will use division of fractions. DOK 1 6.NS.1
I can divide multi-digit numbers using the standard algorithm. DOK 1 6.NS.2
I can add multi-digit decimals using the standard algorithm. DOK 1 6.NS.3
I can subtract multi-digit decimals using the standard algorithm. DOK 1 6.NS.3
I can multiply multi-digit decimals using the standard algorithm. DOK 1 6.NS.3
I can divide multi-digit decimals using the standard algorithm. DOK 1 6.NS.3
I can find the greatest common factor (GCF) of two whole numbers less than or equal to 100. DOK 1 6.NS.4
I can find the least common multiple of two whole numbers less than or equal to 12. DOK 1 6.NS.4
I can use the distributive property to express a sum of two numbers with a common factor as a multiple of a sum of two whole numbers with no common factor. DOK 1 6.NS.4
I can name real world places for using positive and negative numbers. DOK 2 6.NS.5
I can understand that positive and negative numbers are used together to describe quantities having opposite directions or values on a number line. DOK 2 6.NS.5 DOK 1 6.NS.6
I can recognize zero as the origin on the number line. DOK 1 6.NS.6a
I can understand the sign of a number indicates its place on the number line from zero. DOK 1 6.NS.6a
I can recognize that the opposite of an opposite of a number is the number itself. -(-3)=3 DOK 1 6.NS.6a
I can understand that 0 is its own opposite. DOK 1 6.NS.6a
I can know that the signs of numbers in ordered pairs tell the location of the point in a quadrant on the coordinate plane. DOK 1 6.NS.6b
I can recognize that if two ordered pairs only differ by the signs, the points are reflections across one or both axes. DOK 1 6.NS.6b
I can place integers and other rational numbers in the correct locations on a number line. DOK 1 6.NS.6c
I can plot ordered pairs on a coordinate plane in all four quadrants. DOK 1 6.NS.6c DOK 2 6.NS.7
I can interpret statements of inequality and recognize the placement of the integers on the number line. DOK 2 6.NS.7a
I can write statements of inequality about integers on a number line. DOK 2 6.NS.7b
I can explain statements of order for rational numbers in a real world situation. DOK 2 6.NS.7b
I can understand absolute value of a rational number as the distance from 0 on the number line. DOK 2 6.NS.7c
I can interpret absolute value as the magnitude of the number from 0 in a real world situation. DOK 2 6.NS.7c
I can order and compare the absolute values of rational numbers. DOK 2 6.NS.7d