# Series Exercises

-Develop numerical series using certain conditions: from a regularity, given the characteristics of the series numbers, given the number with which begins the series, conditions on regularities ascending or descending. CALCULATION – resolve formal exercises of calculation four operations: addition, subtraction, multiplication and division of integers. -Solving exercises with simple text, where a calculation operation is performed. Solving exercises with 4 operations of calculation that required estimates of the result mainly in multiplication and division of integers. -Solving exercises with composed text where an operation is performed.

-Solve number series that use via the calculation for determination of missing in the numerical sequence numbers. -Determine the veracity or otherwise of a proposition (for the case is false) complete: magical pictures, in which missing numbers, equalities or exercises. Determine figures that are missing from an exercise of the various operations of calculation. Troubleshoot compounds with more than two operations of calculation, i.e. compounds dependent. Prepare compounds problems dependent on those who have to convert given relations between units of magnitude or geometric problems. GEOMETRY – Identify flat figures: triangles, squares, rectangles, circles, parallelograms, trapezoids, quadrilaterals, polygons and geometric forms. -Spell out their properties, characterize or define flat figures and geometric forms.

-Draw flat figures: triangles, circles, squares, rectangles with rods, with pierced template. -Measure flat figures: segments, amplitudes of angles using instruments. -Draw flat figures: triangles, squares, parallelograms, polygons, quadrilaterals trapezoids rectangles using perforated templates. -Based propositions using the properties of flat figures and geometric forms. -Identify figures contained inside each other, but so that the main figures is independent. -Identify figures contained within others, pro the main figures are integrated into a whole. -Solving exercises where established relationships of subordination, apply properties of flat figures and geometric forms. -Argue propositions using the studied properties and empirical knowledge. -Solve problems where they have to determine relationships between the units of quantities.