What does a student learn in StateTennessee,GradeGrade 2,SubjectMathematics?

Students add and subtract to solve word problems, figuring out how many are left, how many more are needed, or what the total is. The numbers stay within 100.

Students solve addition and subtraction word problems using numbers up to 100. They show their thinking with drawings, objects, or equations, and the missing number can appear anywhere in the problem.

Students practice adding and subtracting numbers up to 30. This builds the mental math speed they need before moving on to larger numbers.

Students practice adding and subtracting numbers up to 30 in their heads, without counting on fingers. By the end of second grade, they know basic addition facts like 7 + 8 and the matching subtraction facts by heart.

Students sort objects into equal groups and count how many groups there are. This hands-on work builds the thinking they'll use later when they start multiplying.

Students sort a group of up to 20 objects into pairs to figure out if the total is odd or even. If every object has a partner, the number is even, and students write it as two equal numbers added together.

Students count objects arranged in a grid (like a 4-by-3 arrangement of dots) by adding the same number over and over. Then they write that repeated addition as an equation.

Students add and subtract numbers, then look for patterns in how the answers change. For example, they notice what happens when you keep adding the same number in a row.

Students find patterns in an addition table or hundreds chart (like noticing that every number in a column goes up by 10) and explain why the pattern works, not just that it exists.

Students learn how the position of a digit changes its value. A 3 in the tens place means 30, not 3.

A three-digit number like 346 is built from hundreds, tens, and ones. Students practice breaking numbers apart to see how many groups of a hundred, how many groups of ten, and how many leftover ones are hiding inside.

Students count by 1s, 2s, 5s, 10s, and 100s up to 1000 and use the pattern they notice to predict what number comes next.

Students read and write numbers up to 1,000 three ways: as a numeral (456), as words (four hundred fifty-six), and broken apart by place value (400 + 50 + 6).

Students compare two three-digit numbers and write which one is greater, which is smaller, or whether they are equal, using the symbols >, =, and <. They look at the hundreds, tens, and ones places to decide.

Students use what they know about hundreds, tens, and ones to add and subtract numbers up to 1,000. That includes adding columns of numbers, subtracting with borrowing, and explaining why the method works.

Students add and subtract any two numbers up to 100 quickly and accurately. They use what they know about tens and ones, or the connection between addition and subtraction, to find the answer without counting on their fingers.

Students add two, three, or four two-digit numbers together, like 23 + 41 + 17, by breaking numbers into tens and ones to make the addition easier.

Students add and subtract numbers up to 1000 by breaking them into hundreds, tens, and ones. They use blocks, drawings, or other strategies, then explain how they got their answer.

Students add or subtract 10 or 100 from any number up to 1,000 in their head, without writing out the steps. They practice noticing that only one digit changes when you hop by 10 or 100.

Students measure real objects using rulers, yardsticks, and tape measures. They also make reasonable guesses about length before measuring.

Students pick the right measuring tool (a ruler for a pencil, a yardstick for a desk) and measure how long something is to the nearest whole number.

Students measure the same object twice, once with inches and once with centimeters, then explain why the numbers come out different. The shorter the unit, the bigger the count.

Students guess how long something is before measuring it, using units like inches, feet, yards, centimeters, and meters. The goal is a reasonable estimate, not a perfect answer.

Students measure two objects with a ruler, then subtract to find the difference. For example, they figure out that a pencil is 3 inches longer than an eraser.

Students use addition and subtraction to solve problems about length. They figure out how much longer one object is than another, or what total length two objects make together.

Students solve addition and subtraction problems about lengths using drawings and simple equations. A problem might ask how much longer one path is than another, with the missing number shown as a symbol they solve for.

Students plot whole numbers on a number line, spacing them evenly from 0, then use that number line to add or subtract lengths up to 100.

Students read clocks to the nearest five minutes and work with coins and dollar bills to find totals and make change.

Students read both analog and digital clocks to tell time to the nearest five minutes, and note whether it is a.m. or p.m. They also write the time they see.

Students count a mix of coins, find the total in cents, and write it with the ¢ sign. They also work with dollar amounts up to $100 and practice writing those totals with the $ sign.

Students collect information, plot it on a simple picture or bar graph, and answer questions about what the graph shows.

Students collect simple measurements and plot each one as a mark above a number line. The finished chart shows, at a glance, which measurements came up most and which came up least.

Students collect information, then draw a picture graph or bar graph to show it in up to four groups. From that graph, they answer addition and subtraction questions about the numbers they see.

Students sort and compare shapes by their sides, angles, and faces. They explain what makes a square a square or a cube a cube.

Students sort and draw flat shapes by counting their sides and corners. A triangle has 3, a quadrilateral has 4, a pentagon has 5, and a hexagon has 6.

Students cut a rectangle into equal-sized squares arranged in rows and columns, then count how many squares fit inside total. It's early practice with the kind of grid thinking that leads to multiplication.

Students cut circles and rectangles into equal pieces and name them as halves, thirds, or fourths. Two pieces that are the same fraction of a shape can look different and still be equal shares.