Calculer l’aire du carré : Question 1 4 cm. Calculer l’aire du carré : Question 1 4 cm.

Slides:



Advertisements
Similar presentations
ACTIVITES MENTALES Collège Jean Monnet Préparez-vous !
Advertisements

Lesson 9-3: Cylinders and Cones
10-5 and 10-6 Volumes of Prisms, Cylinders, Pyramids, and Cones
7.G.6 Surface Areas of Prisms and Cubes Objective 7.G.6 – Find the surface area of prisms.
Volume of Triangular Prism. Volume of a Triangular Prism Length Volume of a prism = Area x length Area of triangle = ½ x base x height.
Surface Area and Volume Three-Dimensional Figures and.
8cm 5cm Area = 8 x 5 = 40cm 2 A parallelogram can be split up into a rectangle and 2 triangles – each with the same area. 10cm 5cm.
Volume of Triangular Prisms
Calculating the volume of a solid Sphere, cone and pyramid.
Welcome to Jeopardy!.
Prisms Lesson 11-2.
Perimeter, Area, Surface Area, and Volume Examples
A sphere is the set of all points that are a given distance from a given point, the center. To calculate volume of a sphere, use the formula in the blue.
Volume of Composite Solids
3D SHAPES. PYRAMID The pyramid has 5 faces. The pyramid has 5 vertices. The pyramid has 8 edges.
© T Madas. 2 shapes which are identical are called: Congruent Which transformations produce congruent images? Congruent shapes have: Equal lengths angles.
Bell Work: Find the total surface area of this figure. Use 3.14 for π. 6 cm 10 cm.
Bell Work: Find the Volume: V =  r 2 h =  (24 2 )(8) = 4608  in 3 4 ft 8 in.
Section 12.4 & 12.5  Volume of Prisms & Cylinders olume of Pyramids & Cones  Go over Quizzes.
Is it a square or a cube? It is a cube It is a pyramid Is it a triangle or a pyramid?
Unit 4 Test 2 Review. 1. Find the area: a) 54 cm² b) 57 cm² c) 32 cm² d) 48 cm².
Perimeter, Area, and Volume Geometry and andMeasurement.
1 Cylinders and Cones. 2 Surface Area (SA) = ph + 2B = 2πrh + 2πr 2 Cylinders are right prisms with circular bases. Therefore, the formulas for prisms.
Skills Check Skills Check Volume of Prisms & Pyramids.
What is Volume?. What is Volume? Volume is the amount of space inside an object.
Chapter 12 Volume. Volume Number of cubic units contained in a 3-D figure –Answer must be in cubic units ex. in 3.
Unit 4D:2-3 Dimensional Shapes LT5: I can identify three-dimensional figures. LT6: I can calculate the volume of a cube. LT7: I can calculate the surface.
VOLUME OF A SOLID. VOLUME OF A PRISM OR CYLINDER V = Bh Where B is the area of the base and h is the height of the solid.
Chapter Volume of Pyramids and Cones Find the area of the base of the regular pyramid 1.Base is a regular hexagon Area of hexagon 2.
Volume of Prisms and Cylinders Algebra 2 1/18/2012.
Chapter 12 Volume of All 3d figures. Example #1 Height of prism ______ Height of triangle ____ Area of Base ______ Area one rectangle ___ Total SA ________.
Find the Surface Area of the Cube. 6 Square Faces x 6 = 73.5 cm 2 Surface Area = 73.5 cm 2.
We are learning to: - Enhance our Mathematical learning skills * solve volume problems Vocabulary: cross section cubic unit Always aim high! LESSON OBJECTIVES.
VOLUME Volume – the amount of space, measured in cubic units, that an object or substance occupies. object.
VOLUME of PYRAMIDS Consider a pyramid and a prism having equal heights and bases with equal areas. If the pyramid is filled with sand and its contents.
How To Calculate the Volumes Of Solids
Fact or Fib 7.9A & 7.9D.
Name the 3D Shape ?.
Honors Geometry Solids Project
Lateral Area, Surface Area, and Notes
Geometry Bingo Review.
Volume of Rectangular and Triangular Prisms
Unit 3 – Lesson 6 Solids.
Starter Questions Q % of 360 Q2. Calculate x 7
EQUIVALENT FIGURES & SOLIDS.
Area and Volume Area is the amount of space contained in a two-dimensional figure Volume is the amount of space in a three-dimensional figure.
You need to learn this on your OWN to be ready for the next class.
Cross SECTIONS.
Lesson 9-3 Cylinders and Cones.
Volume of Rectangular and Triangular Prisms
Secondary math Volume.
Question 1 12 x 99 = ?.
Volume of solids.
Identifying the nets of 3D shapes
Geometry in our world Name:.
What ordered pair represents the location of point C?
Area of a Composite Calculate the area of this shape Total Area =
Solid Figures Geometry.
Volume.
VOLUMES OF SIMILAR OBJECTS
©G Dear 2009 – Not to be sold/Free to use
Solid Figures Geometry.
The volume of a three-dimensional figure is the number of cubes it can hold. Each cube represents a unit of measure called a cubic unit.
Volume of Rectangular and Triangular Prisms
Lateral Area, Surface Area, and Notes
10-5 and 10-6 Volume (Prisms, Cylinders, Pyramids, and Cones
Lesson 9-3: Cylinders and Cones
Area of Triangles & Quadrilaterals
Contents S10 Length, area and volume S10.4 Prisms and pyramids
Lesson 9-3: Cylinders and Cones
Presentation transcript:

Calculer l’aire du carré : Question 1 4 cm

Calculer l’aire du carré : Question 1 4 cm

Calculer le volume du cube : Question 2 4 cm

Calculer le volume du cube : Question 2 4 cm

Calculer l’aire du triangle : Question 3 6 cm 10 cm 8 cm

Calculer l’aire du triangle : Question 3 6 cm 10 cm 8 cm

Question 4 Calculer le volume du prisme droit : 8 cm 6 cm 10 cm 20 cm

Question 4 Calculer le volume du prisme droit : 8 cm 6 cm 10 cm 20 cm

Calculer l’aire du disque : Question 5 4 cm

Calculer l’aire du disque : Question 5 4 cm

Calculer le volume de ce cylindre. Question 6 4 cm 5 cm

Calculer le volume du cylindre : Question 6 4 cm 5 cm

Calculer l’aire du rectangle : Question 7 5 cm 4 cm

Calculer l’aire du rectangle : Question 7 5 cm 4 cm

Calculer le volume de cette pyramide. 5 cm 4 cm 6 cm Question 8

5 cm 4 cm 6 cm Question 8 Calculer le volume de la pyramide :

Calculer l’aire du disque : Question 9 3 cm

Calculer l’aire du disque : Question 9 3 cm

Calculer le volume de ce cône. Question 10 3 cm 8 cm

Calculer le volume du cône : Question 10 3 cm 8 cm