There is one paper of two and a half hours duration carrying 80 marks and Internal Assessment of 20 marks. Section I consists of compulsory short answer questions.
In Section II, you are required to answer four out of seven questions. Use of this in computing Amount over a period of 2 or 3-years. Note: Paying back in equal installments, being given rate of ics and installment amount, not included.
Types of accounts. Idea of savings Bank Account, computation of interest for a series of months. Note: f x not to exceed degree 3. Co-ordinates expressed as x,y Clxss between two points, section, and Midpoint formula, Concept of slope, equation of a line, Various forms of straight lines.
Conditions for two lines to be parallel or perpendicular. Ch 1 class 10 maths icse uii applications of all ch 1 class 10 maths icse uii the.
Being given part of one of the figures listed above to draw the rest of the figure based on the given lines of symmetry neat recognizable free hand sketches acceptable. Direct application problems including cost, Inner and Outer volume and melting and recasting method to find the volume or surface area of a new solid.
Combination naths two solids included. Note: Frustum is not included. Areas of sectors of circles other than quarter circle and semicircle are not included. Interest ch 1 class 10 maths icse uii half-yearly included. Rate of growth and depreciation.
Note: Brokerage and fractional shares not included 2. Solving Algebraically and writing the solution in set notation form. Representation of solution on the number line. Solving by: Factorization. Row and column matrices. Geometry i Symmetry a Lines of symmetry of an isosceles triangle, equilateral triangle, rhombus, square, rectangle, pentagon, hexagon, octagon all regular and diamond shaped figure.
Basic theorem of proportionality. The perpendicular to a chord from the center bisects the chord without proof. Equal chords are equidistant from the center. Chords equidistant from the center are equal without proof.
There is one and only one circle that passes through three given points not in a straight line. Angles in the same segment of a circle are equal without proof. Angle in a semi-circle is a right angle. If two arcs subtend equal angles at the center, they are equal, and its converse. If two chords are equal, they iccse off equal arcs, and its converse without proof. If two chords intersect internally or externally then the product of the lengths of the segments are equal.
The exterior angle of a cyclic quadrilateral is equal to the opposite interior angle without proof. If two circles touch, ch 1 class 10 maths icse uii point of contact lies on the straight line joining their centers. From any point outside ch 1 class 10 maths icse uii circle two tangents can be drawn and they are equal in length.
If a chord and a tangent intersect externally, then the product of the lengths of segments of the chord is equal to the square of the length of the tangent from the point of contact to the point of matha. If a line touches a circle and from the point of contact, a chord is drawn, the angles between the tangent and the chord ch 1 class 10 maths icse uii respectively equal to the angles in the corresponding alternate segments.
Note: Proofs of the theorems given above are to be taught unless specified. Mensuration Area and circumference of circle, Area and volume of solids � cone, sphere. Direct application problems including Inner and Outer area. Note: Cases involving more than two right angled triangles excluded. Histograms and ogives. Finding the mode from the histogram, the upper quartile, lower Quartile and median from ui ogive. Calculation of inter Quartile range.
Probability Random experiments Sample space Events Definition of probability Simple problems on single events tossing of one or two coins, throwing a die and selecting a student from a group.
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