PIRÂMIDES Pirâmide Triangular Pirâmide Quadrangular Pirâmide Hexagonal

Slides:



Advertisements
Similar presentations
piramide l v Con base quadrata *Apotema *apotema di base *altezza a h
Advertisements

piramide Con base quadrata *apotema di base *altezza
CÍRCULO DE “DO” Do mayor C La menor Am Re menor Dm Sol 7 G 7.
(x 2 + 3x).(x – 4) (x 7 + 3).(x 7 – 3) (1 – t 4 ).(1 + t 4 )
COLEGIO DE BACHILLERES 3 MATERIA:TIC PROFESOR: TOÑO PLIEGO TITULO:FORMULAS GEOMETRICAS EQUIPO: 8 INTEGRANTES:ARISCORRETA GARRIDO CRISTINA LOPEZ MONDRAGON.
Áreas de figuras planas Área del cuadrado y del rectángulo Área del cuadrado = lado x lado =lado 2 Área = 2cm x2cm = 4cm 2cm 2 4cm 2cm Área del rectángulo.
Alumnos: Ladrón de Guevara Eduardo Joel Martínez González Alfredo Grupo : 203 Trabajo : formulas.
AB 11 22 33 44 55 66 77 88 99 10  20  19  18  17  16  15  14  13  12  11  21  22  23  24  25  26  27  28.
Couche A Couche B Couche A Couche B Couche A Couche B.
1/03/09 De 89 à 98. 1/03/09 De 89 à 98 1/03/09 De 89 à 98.
Petrol engine and diesel engine 1. Cycle ( Otto and diesel) 2. comparison.
Thursday, January 22, 2015MAT 146. Thursday, January 22, 2015MAT Calculate the area between the graphs of y = 2x 3 – 1 and y = x – 1 for 1 ≤ x.
Fig. 16-CO, p Fig. 16-1, p. 450 Fig. 16-2, p. 450.
Figuras planas y cuerpos geométricos en el espacio
COLEGIO DE BACHILLERES PLANTEL 3 IZTACALCO TIC II PROFESOR: ANTONIO PLIEGO ALUMNAS: FLORES JUAREZ ALDANELY FRIAS CUEVAS ERIKA GRUPO:207.
1.- AREA DEL TRIANGULO 1.- AREA DEL TRIANGULO 2.- AREA DEL RECTANGULO 2.- AREA DEL RECTANGULO 4.- AREA DEL CUADRADO 4.- AREA DEL CUADRADO 5.- AREA DEL.
COLEGIO DE BACHILLERES PLANTEL 3 IZTACALCO TIC II PROFESOR: ANTONIO PLIEGO ALUMNOS:CASTILLO GUERIN LYA JASSIEL MALVAEZ BRANDON GRUPO:207.

Calcul mental. Calcul n°1 2 x 7 = Calcul n°2 3x 7 =
POLÍGONOS CONVEXOS Sus ángulos son todos menores que 180º Al menos uno de sus ángulos es mayor que 180º CÓNCAVOS.
Fundamentals of matrices
Day 1 I can apply the transitive properties of angles & segments. I can apply the substitution property. I can recognize vertical angles.
Solutions to Lecture Examples Directions and Traverse.

Do Now: Evaluate: 3AB. Algebra II 3.7: Evaluate Determinants HW: p.207 (4-14 even) Test : Friday, 12/6.
Module C Lesson 3: Exercises Geometry with TI-Nspire ™ Technology.
AREA DEL RECTANGULO AREA DEL TRIANGULO AREA DEL CUADRADO AREA DEL CIRCULO AREA DEL TRAPECIO AREADEL ROMBO AREA DEL ROMBOIDE AREA DEL OCTAGONO AREA DEL.
Please grab your calculators on your way into the room and start on the Bell Ringer. Find a pair or group of angles that have an invariant sum of 180 degrees.
Do Now 1. Which of the following is not a rational number? 2 4 – 3 7 π – Evaluate the expression – 62 + ÷ 4 4. ( 5734 –– )2)2 ANSWER 12.
too.
Национальная процедура одобрения и регистрации проектов (программ) международной технической помощи (исключая представление информации об организации и.
Jeopardy Angle Pairs Bisecting $100 $100 $100 $100 $100 $200 $200 $200
AREA DEL TRAPECIO AREA DEL TRIANGULO AREA DEL CUADRADO AREA DEL CUADRADO AREA DEL CIRCULO AREA DEL ROMBO AREA DEL PENTAGONO AREA DEL HEXAGONO.
Set Notes Day 4. How are these two sets related? A={2,3,4,6} and B={5,1,2,4,3} They both have a 2, 3, and 4. This is the intersection. AB U.
Determination of Centroids by Integration
Gas pressure and the ideal gas law Assume specular collisions* *Bold assumption – but more general calculation gives same result. Change in momentum:
Graphing Trig Functions Review Whiteboard Activity.
Do Now: State the domain of the function.. Academy Algebra II 7.1, 7.2: Graph Exponential Growth and Decay Functions HW: p.482 (6, 10, even), p.489.
Section 5.3 – Limits Involving Infinity. X X Which of the following is true about I. f is continuous at x = 1 II. The graph of f has a vertical asymptote.
Calculations Involving Density Calculating Density from Mass and Volume.
Ângulo Horizontal Topografia. Topografia Ângulo Vertical Topografia.
基 督 再 來 （一）. 經文： 1 你們心裡不要憂愁；你們信神，也當信我。 2 在我父的家裡有許多住處；若是沒有，我就早 已告訴你們了。我去原是為你們預備地去 。 3 我 若去為你們預備了地方，就必再來接你們到我那 裡去，我在 那裡，叫你們也在那裡， ] ( 約 14 ： 1-3)
3D - SHAPES UNIT Polyhedral 1.1. Platonic polyhedral 2. Prisms 3. Pyramids 4. Solids of revolution 5. Area 6. Volume.
REVISÃO MATEMÁTICA . BARRETO.
。 33 投资环境 3 开阔视野 提升竞争力 。 3 嘉峪关市概况 。 3 。 3 嘉峪关是一座新兴的工业旅游城市，因关得名，因企设市，是长城文化与丝路文化交 汇点，是全国唯一一座以长城关隘命名的城市。嘉峪关关城位于祁连山、黑山之间。 1965 年建市，下辖雄关区、镜铁区、长城区， 全市总面积 2935.
Colaboração da Professora Bianca. É uma escala numérica com números compreendidos entre 0 e 14. A acidez e basicidade de uma solução podem medir-se nesta.
1.3 Distance and Midpoints
Type your name and send:
13.4 Product of Two Matrices
9.4 Points, Lines and Planes of Solids
Algebra II Elements 5.8: Analyze Graphs of Polynomial Functions
Aim: Full House Grid: 9 Grid Play: Calculate answer & cross it off
3.3: Proving Lines parallel
9.5A Graph Hyperbolas Algebra II.
Слайд-дәріс Қарағанды мемлекеттік техникалық университеті
.. -"""--..J '. / /I/I =---=-- -, _ --, _ = :;:.
A graphing calculator is required for some problems or parts of problems 2000.
II //II // \ Others Q.
I1I1 a 1·1,.,.,,I.,,I · I 1··n I J,-·
1.11 Day 3 Bell Ringer Please grab your calculators on
Spinal Deformity Surgery
-·.-...-· A. -.. ) ,.,.. -.,., · o# --·'1>,.. ·-·-. ·-· ;'/' : ,.,. - ' p ·-·- ·-- 'II"; -.-. t-.. p
Unit 3 Review (Calculator)
© T Madas.
The mid-point of two points.
Do Now: If DA =7, find EA and DE If DF =28, find AB If AB= 9, find DF
Section 7.2 Day 2 Disk Method
3D Shape + Addition.
Calculate 9 x 81 = x 3 3 x 3 x 3 x 3 3 x 3 x 3 x 3 x 3 x 3 x =
. '. '. I;.,, - - "!' - -·-·,Ii '.....,,......, -,
Presentation transcript:

PIRÂMIDES Pirâmide Triangular Pirâmide Quadrangular Pirâmide Hexagonal Fórmulas Tronco de Pirâmide I Tronco de Pirâmide II

Pirâmide Triangular  Arestas  Faces  Vértices  Altura A D C B Vértice da pirâmide A Elementos:  Arestas  Faces  Vértices  Altura D C B

Pirâmide Quadrangular Vértice da Pirâmide Elementos: A Arestas Faces Apótema da Pirâmide Vértices Altura Apótema da Base Apótemas: B E AO2+ OM2 = AM2 O M C D

Pirâmide Hexagonal Regular Elementos: A Base Arestas Faces Vértices G Vértice da Pirâmide F B Vértices da Base O Apótemas E C Apótema da Pirâmide:AM M D Apótema da Base: OM Altura da Pirâmide: AO

Pirâmide Hexagonal Regular FÓRMULAS A lateral = 6.A face A total = A lat + A b AO2 + OM2 = AM2 G F B AO = Altura da Pirâmide OM = Apótema da Base AM = Apótema da pirâmide (Altura da face) O E C M D

TRONCO DE PIRÂMIDE I a Tronco De Pirâmide

TRONCO DE PIRÂMIDE II d h H CÁLCULO DO VOLUME AB = área da base maior Sendo: Ab = área da base menor d H = altura do tronco VT = volume do tronco h D’ C’ Teremos: A’ B’ H D C A B

Feedback: Privacy Policy Feedback
Do Not Sell My Personal Information
About project: SlidePlayer Terms of Service

© 2025 SlidePlayer.com. Inc. All rights reserved.