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Total Resources(20)|

Integralberäkning med mittpunktsmetoden med programmering

Publisher: Texas Instruments Sverige

Author: TI Sweden

Topic:  Mathematics, STEM

Tags: Area, Coding, Curriculum, Derivative, Exercise, Graphing, Integral calculus, Number, Programming, STEM

Ma 4 - Derivator och integraler - Med TI-Nspire kan du göra beräkningar med integraler, både exakt och numeriskt.

Applications in the Classroom

Publisher: T³ Europe

Editor: Koen Stulens

Author: Serge Etienne, Hildegard Urban-Woldron, Martin van Reeuwijk, T³ Europe

Topic:  Mathematics, STEM

Tags: Algebra, Analysis, Animations, Calculus, Data collection, Dynamic Simulations, Finance, Inequalities, Cones, Spreadsheets, Area

Graphing Calculator Software Applications (APPS) are pieces of software that can be downloaded onto a TI graphing calculator as you would add software to a computer to enhance its capabilit…

Arean av en viss rektangel

Author: Texas Instruments Sverige

Topic:  Mathematics

Tags: Area, Computer Algebra, Curriculum, Derivative, Exercise, Integral calculus

Ma 3 - Derivator och integralbegreppet - Undersöker i denna övning hur en rektangels area varierar

Vika en A4

Author: Texas Instruments Sverige

Topic:  Mathematics

Tags: Area, Curriculum, Derivative, Exercise, Integral calculus, Triangle

Ma 3c - Derivator och integralbegrepp | Här viker man ett A4-papper till en triangel och undersöker hur arean ändras beroende av läget av det nedvikta hörnet.

Potensfunktioner och kvoten mellan två areor

Author: Texas Instruments Sverige

Topic:  Mathematics

Tags: Exam, Area, Data collection, Computer Algebra, Tips and tricks, Curriculum, Derivative, Integral calculus

Ma 3 - Derivator och integraler | I en serie av övningar skall du studera hur kvoten av två areor inneslutna av två linjer och en potensfunktion.

Att inhägna ett rektangulärt område

Author: Texas Instruments Sverige

Topic:  Mathematics

Tags: Area, Curriculum, Functions, Linear Functions

Ma 2 - Linjära och icke linjära modeller | Du vill göra inhägnaden rektangelformad.


Author: Texas Instruments Sverige

Topic:  Mathematics

Tags: Area, Computer Algebra, Experiment, Geometry, Triangle

Ma 3 - Samband och förändring, Vik ett A4 papper

A Lunar Ellipse

Author: Ian Galloway

Topic:  STEM

Tags: 3D Geometry, Coding, Algebra, Randomness, Angles, STEM, Area, T3, Ellipse, TI-Innovator, Frequency, Modelling, Physics, Sine

Students consider the question "What is the shape of the curve forming the terminator of the crescent moon?" They then calculate the area of the crescent and graph its variation over one m…

Barn and pen problem

Author: Barrie Galpin

Tags: Area

A simple version of the maximum-area problem for younger students

The sheep-pen problem

Author: Barrie Galpin

Tags: Quadratic, Perimeter, Area, Algebra

Recognise a quadratic in a realistic context and solve an optimisation problem

The arbelos

Author: Barrie Galpin

Tags: Perimeter, Area, Circles

Investigate relationships between radii of the semicircles and the perimeter and area of this interesting shape

Dimensions of a Circle

Author: Barrie Galpin

Tags: Circumference, Area, Circles

Derive the formulae for the circumference and area of a circle using multiple representations.

Estimating fractional areas

Author: David J C Elgin

Tags: Fractions, Percentages, Area

An activity to help students think about and appreciate simple fractions.

Fraction Diagrams

Author: David J C Elgin

Tags: Fractions, Area

Assistance to understand fractions.

Volumes of prisms

Author: David J C Elgin

Tags: Area, Surface area, Volume

The volume of a number of different prisms are found in this unit.

Areas of quadrilaterals and polygons

Author: David J C Elgin

Tags: Area, Trigonometry

The areas of quadrilaterals, n sided shapes and regular polygons are found using the trig area formula.


Author: David J C Elgin

Tags: Area, Percentages

Students are expected to work out the cost of carpeting a room using different carpet kinds and adding VAT to the bill.

Circle Area Formula

Author: Nevil Hopley

Topic:  Mathematics

Tags: Circle theorems, Area

Supports the conceptual understanding of where the formula A=π*r² comes from.