Cutemathematician

35 LESSONS OF MATH, step by step detailed complete presentation contains Area of Circle Circumference of CircleArea of TriangleArea of ParallelogramArea of Rectangular PathsBidmas Bar GraphDouble Bar GraphFrequency Distribution TableLine GraphPictographPie ChartTally MarksHistogramData HandlingMean, Median, Mode and RangeIntroduction To GraphsDirect And Inverse VariationsProbabilitySquare NumbersSquare RootsProperties of Square RootsLong Division In Square RootsCube NumbersCube RootsProperties o

The step by step detailed complete presentation contains:AREA OF AREA OF TRIANGLEConstructing the formula for area of a triangle. Altitudes ( height) of a triangle. Finding the area of the triangle. Finding the height of the triangle. Finding the base of the triangle. Formula for area of an right angled triangle and its example. Formula for area of an isosceles right angled triangle and its example. Application on area of triangle. AREA OF RECTANGULAR PATHSFinding the area of the rectangular pat

The step by step detailed complete presentation contains:Definition of symmetry. Line of symmetry. Symmetric figures. 1) Horizontal symmetry with examples 2) Vertical symmetry with examples 3) Diagonal symmetry with examples Figures having two lines of symmetry with examples. Figures having multiple lines of symmetry with examples 4) Translational symmetry with examples. 5) Rotational symmetry with examples. 6) Reflection symmetry with examples. 7) Glide symmetry with examples. Please help u

The step by step detailed complete presentation contains: SYMMETRYDefinition of symmetry. Line of symmetry. Symmetric figures. 1) Horizontal symmetry with examples 2) Vertical symmetry with examples 3) Diagonal symmetry with examples Figures having two lines of symmetry with examples. Figures having multiple lines of symmetry with examples 4) Translational symmetry with examples. 5) Rotational symmetry with examples. 6) Reflection symmetry with examples. 7) Glide symmetry with examples. Symmetr

The step by step detailed complete presentation contains: 1) AREA OF A CIRCLEConstruction of formula to find the area of circle. Finding the area of a circle using the formula. Finding the area given the diameter and examples. To calculate the area of the different shapes. Area between Two Concentric Circles. Example on two concentric circles. 2) CIRCUMFERENCE OF A CIRCLEDefinition of circumference. The construction of formula of the circumference. The relationship between the

The step by step detailed complete presentation contains:Symmetry on all the 26 English alphabets.

The step by step detailed complete presentation contains:What is parallelogram. Constructing the formula for area of a parallelogram. To locate the height for a given base. Finding the area of the parallelogram. Finding the height of the parallelogram. Finding the base of the parallelogram. Application on area of parallelogram. Please help us by providing a RATING with FEEDBACK Thank you in advance for supporting us by a purchase and feedback. Follow us for more such lessons

The step by step detailed complete presentation contains:Finding the area of the rectangular path. Applications on rectangular path. Finding the area of the cross paths. Application on area of cross path. Please help us by providing a RATING with FEEDBACK Thank you in advance for supporting us by a purchase and feedback. Follow us for more such lessons

The step by step detailed complete presentation contains:Constructing the formula for area of a triangle. Altitudes ( height) of a triangle. Finding the area of the triangle. Finding the height of the triangle. Finding the base of the triangle. Formula for area of an right angled triangle and its example. Formula for area of an isosceles right angled triangle and its example. Application on area of triangle. Please help us by providing a RATING with FEEDBACK Thank you in advance for supportin

Objective: The student will be able to identify whether a given shape has symmetry, to draw the line of symmetry, how many lines of symmetry a shape can have and the type of symmetry the shape has like horizontal, vertical and diagonal.The step by step detailed complete presentation contains The symmetry, lines of symmetry and the types of lines of symmetry of the given geometrical shapes. Examples of Triangles: Scalene Triangle Equilateral Triangle Isosceles Trian

Objective: The student will be able to identify whether a given number has symmetry, to draw the line of symmetry, how many lines of symmetry a number can have and the type of symmetry the number has like horizontal, vertical and diagonal.The step by step detailed complete presentation contains:The symmetry, lines of symmetry and the types of lines of symmetry of the given numbers. Symmetry in the numbers 0,1,2,3,4,5,6,7,8,9 Please help us by providing a RATING with FEEDBACK.Thank you in advanc