Geogebra Is An Interactive Geometry, Algebra, Statistics and Calculus Application, Intended For Teaching and Learning Mathematics and Science. T
Geogebra Is An Interactive Geometry, Algebra, Statistics and Calculus Application, Intended For Teaching and Learning Mathematics and Science. T
Geogebra Is An Interactive Geometry, Algebra, Statistics and Calculus Application, Intended For Teaching and Learning Mathematics and Science. T
STUDENT: 64373797
QUESTION 1
1.2. Describe how you would use GeoGebra in the teaching of Grade 9
mathematics topics. (10)
1.3. Discuss the applicability of technology and media in the
mathematics classroom. (10)
3. does the media provide the teacher with assesments they can
use to assist and help leaner.
5. is the digitl media fair regarding gender age culture and religion.
Question 2
2.1. Elaborate on how you would use the Geoboard in the teaching of
space and shape inGrade 8. (10)
Step 1
I will beginning by showing the learners a Cartesian plane and label it by putting the x
and the y in the write place. Put on graphics on the Cartesian plane to show the grid or
to hide it.Plot the point A (4 ,5) by clicking on the tool bar and then click the point of
intersection of A (-4;5). The point will appear.
Step 2
Reflect the point A(4 , 5)about the x-axis. Click and then the point A (4, 5) on the
Cartesian plane followed by clicking the x line, that is, the x-axis. The mirror image or
the reflection of A (4 , 5) will be reflected as A՛ (4 , -5)
Step 3
Instruct learners to construct a quadrilateral using the software on the Cartesian plane a
square with the following points: B (5 , 4); C (7 ,4); D (7, 2); E (5, 2). Click the point B (5,
4); drag the mouse horizontally along the grid from B to point C (7, 4); hover the mouse
vertically down to point D (7, 2); hover the mouse horizontally to the right from point D to
E (5, 2) and lastly hover the mouse vertically up from point E to A. Finally, you had
constructed the square BCDE.
Step 4
1
Ask learners to reflect and translate the same quadrilateral and give its new co-
ordinates.
2.2. Critically discuss the impact of globalisation in mathematics
education. (15)
Scientific calculator
A scientific calculator has the capability to perform calculations more than just division,
multiplication, subtraction, and addition. You can perform functions, like trigonometry,
exponents, and logarithms. ou will type a function and see a graph of it in a graphing
calculator. In addition, the graphing calculator can solve integral calculus and matrices,
which is not possible with a scientific calculator. A scientific calculator can calculate
sums like 4.587 × 10⁴ ÷ 1.2 × 10⁻³ = 38 225 000 or 3.8225 × 10⁷
4.3. Critically discuss four principal types of computer-based
education programmes (10)
Drill and practice programs. These are quite common and are usually of the
branching variety, which means that if learners have problems at a certain level, the
program automatically moves to a simpler level. Once the learner has become more
proficient, the program moves back to the more complex level. Programs in
mathematics, science and languages are often of this type.
Tutorial programs. These differ from the drill and practice programs in that new
information is supplied by the program. Based on the learner’s responses, further
information is then supplied which often becomes more and more abstract.
Simulation and gaming programs. The computer creates realistic situations to which
a learner can react.
Problem-solving or free interaction programs. Here the learner makes use of the
computing properties of the computer and of the computer’s ability to create new and
unfamiliar situations. In mathematics, for example, learners can experiment with instant
solutions to complex mathematical problems without the hours of work necessary in the
case of conventional calculations.
RESULTS
Total = 80 / 100 (80%)
COMMENTS
1 give advantages