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School City of Hobart Mathematics - Grade 1 In this technological age, mathematics is more important than ever. When students leave school, they are more and more likely to use mathematics in their work and everyday lives - operating computer equipment, planning timelines and schedules, reading and interpreting data, comparing prices, managing personal finances, and completing other problem-solving tasks. What they learn in mathematics and how they learn it will provide an excellent preparation for a challenging and ever-changing future.  | 
| Number Theory | 
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Number Sense
 The learner will be able to understand symbols, objects, and pictures used to represent numbers up to 100 and show an understanding of fractions. 
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1.1.1
 The learner will be able to count, read, and write whole numbers* up to 100. * whole numbers: 0, 1, 2, 3, etc. 
 
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1.1.2
 The learner will be able to count and group objects in ones and tens. 
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1.1.3
 The learner will be able to identify the number of tens and ones in numbers less than 100. 
 
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1.1.4
 The learner will be able to name the number that is one more than or one less than any number up to 100. 
 
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1.1.5
 The learner will be able to compare whole numbers up to 10 and arrange them in numerical order. 
 
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1.1.6
 The learner will be able to match the number names first, second, third, etc. with an ordered set of up to 10 items. 
 
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1.1.7
 The learner will be able to recognize when a shape is divided into congruent (matching) parts. 
 
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1.1.8
 The learner will be able to for a shape divided into 8 or fewer congruent (matching) parts, describe a shaded portion as "__ out of __ parts" and write the fraction. 
 
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1.1.9
 The learner will be able to for a set of 8 or fewer objects, describe a subset as "__ out of __ parts" and write the fraction. 
 
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1.1.10
 The learner will be able to represent, compare, and interpret data using pictures and picture graphs. 
 
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| Whole Numbers | 
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Computation
 The learner will be able to demonstrate the meaning of addition and subtraction and use these operations to solve problems. 
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1.2.1
 The learner will be able to show the meaning of addition (putting together, increasing) using objects. 
 
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1.2.2
 The learner will be able to show the meaning of subtraction (taking away, comparing, finding the difference) using objects. 
 
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1.2.3
 The learner will be able to show equivalent forms of the same number (up to 20) using objects, diagrams, and numbers. 
 
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1.2.4
 The learner will be able to demonstrate mastery of the addition facts (for totals up to 20) and the corresponding subtraction facts. 
 
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1.2.5
 The learner will be able to understand the meaning of the symbols +, -, and =. 
 
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1.2.6
 The learner will be able to understand the role of zero in addition and subtraction. 
 
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1.2.7
 The learner will be able to understand and use the inverse relationship between addition and subtraction facts (such as 4 + 2 = 6, 6 - 2 = 4, etc.) to solve simple problems. 
 
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| Functions | 
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Algebra and Functions
 The learner will be able to use number sentences with the symbols +, - , and = to solve problems. 
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1.3.1
 The learner will be able to write and solve number sentences from problem situations involving addition and subtraction. 
 
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1.3.2
 The learner will be able to create word problems that match given number sentences involving addition and subtraction. 
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1.3.3
 The learner will be able to recognize and use the relationship between addition and subtraction. 
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1.3.4
 The learner will be able to create and extend number patterns using addition. 
 
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| Geometry | 
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Geometry
 The learner will be able to identify common geometric shapes, classify them by common attributes, and describe their relative position or their location in space. 
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1.4.1
 The learner will be able to identify, describe, compare, sort, and draw triangles, rectangles, squares, and circles. 
 
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1.4.2
 The learner will be able to identify triangles, rectangles, squares, and circles as the faces of three-dimensional objects. 
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1.4.3
 The learner will be able to classify and sort familiar plane and solid objects by position, shape, size, roundness, and other attributes. Explain the rule you used. 
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1.4.4
 The learner will be able to identify objects as two- or three-dimensional. 
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1.4.5
 The learner will be able to give and follow directions for finding a place or object. 
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1.4.6
 The learner will be able to arrange and describe objects in space by position and direction: near, far, under, over, up, down, behind, in front of, next to, to the left or right of. 
 
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1.4.7
 The learner will be able to identify geometric shapes and structures in the environment and specify their location. 
 
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| Measurement | 
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Measurement
 The learner will be able to learn how to measure length, as well as how to compare, order, and describe other kinds of measurement. 
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1.5.1
 The learner will be able to measure the length of objects by repeating a non-standard unit or a standard unit. 
 
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1.5.2
 The learner will be able to use different units to measure the length of the same object and predict whether the measure will be greater or smaller when a different unit is used. 
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1.5.3
 The learner will be able to recognize the need for a fixed unit of length. 
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1.5.4
 The learner will be able to measure and estimate the length of an object to the nearest inch and centimeter. 
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1.5.5
 The learner will be able to compare and order objects according to area, capacity, weight, and temperature, using direct comparison or a non-standard unit. 
 
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1.5.6
 The learner will be able to tell time to the nearest half-hour and relate time to events (before/after, shorter/longer). 
 
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1.5.7
 The learner will be able to identify and give the values of pennies, nickels, and dimes. 
 
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| Problem Solving | 
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Problem Solving
 The learner will be able to make decisions about how to set up a problem. 
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1.6.1
 The learner will be able to choose the approach, materials, and strategies to use in solving problems. 
 
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1.6.2
 The learner will be able to use tools such as objects or drawings to model problems. 
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1.6.3
 The learner will be able to explain the reasoning used and justify the procedures selected in solving a problem. 
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1.6.4
 The learner will be able to make precise calculations and check the validity of the results in the context of the problem. 
 
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1.6.5
 The learner will be able to understand and use connections between two problems. 
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