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C Clev x NC Appl × Dasi × Inter × Find × b Ansi x ← CD CHN CNN 10-CNN + 5 ANGLES OF TRIANGLES PANEL JOU SETOWN BOMBILIN S ! 7 EXIT TIKET Listening Journal -... G retro bowl - Google... Hillman Bonds - Interior Angles of Triangles - Activity File Edit View Insert Format Slide Arrange Tools Add-ons Help Last edit was 21 minutes ago 9 N Background Layout Theme Transition SONO ARTY AAN TE DUA TO SANTA MAR PRETRA m iii HOMER docs.google.com/presentation/d/1w6ZLXUS2flUdUsc7Nw6ArYe8gP8_POWP9wU5MY9Y7PI/edit#slide-id.p4 DAbaby | Audiomack Video Game Direct... AnimeFreak: Anime... Click to add speaker notes INTERIOR ANGLES OF TRIANGLES Hilln x R Rem x 5x 7xº Das x 6x⁰ 6x -2° 52440 x + 18-180 18x 180 18x - 90 DRAG THE EQUATION THAT COULD BE USED TO FIND THE VALUE OF X TO EACH WHITE BOX. 11x + 2 = 180 (133 X (13: 11x + 2-90 11x +92-180 38° 38° 55° G 180 x kami 8x What triggered the... 4x + 4° G x 15x + 5° how X F The X B 4x + 80 180 4x+4 76 84x180 Play Kahoot! - Ente.... 23x = 180 7x + 50-180 23x + 60 180 Slideshow + Maring the Middle LLC, 2019 * Share 19 H X ⠀ >>> 31 a C +

C Clev x NC Appl × Dasi × Inter × Find × b Ansi x ← CD CHN CNN 10-CNN + 5 ANGLES OF TRIANGLES PANEL JOU SETOWN BOMBILIN S ! 7 EXIT TIKET Listening Journal -... G retro bowl - Google... Hillman Bonds - Interior Angles of Triangles - Activity File Edit View Insert Format Slide Arrange Tools Add-ons Help Last edit was 21 minutes ago 9 N Background Layout Theme Transition SONO ARTY AAN TE DUA TO SANTA MAR PRETRA m iii HOMER docs.google.com/presentation/d/1w6ZLXUS2flUdUsc7Nw6ArYe8gP8_POWP9wU5MY9Y7PI/edit#slide-id.p4 DAbaby | Audiomack Video Game Direct... AnimeFreak: Anime... Click to add speaker notes INTERIOR ANGLES OF TRIANGLES Hilln x R Rem x 5x 7xº Das x 6x⁰ 6x -2° 52440 x + 18-180 18x 180 18x - 90 DRAG THE EQUATION THAT COULD BE USED TO FIND THE VALUE OF X TO EACH WHITE BOX. 11x + 2 = 180 (133 X (13: 11x + 2-90 11x +92-180 38° 38° 55° G 180 x kami 8x What triggered the... 4x + 4° G x 15x + 5° how X F The X B 4x + 80 180 4x+4 76 84x180 Play Kahoot! - Ente.... 23x = 180 7x + 50-180 23x + 60 180 Slideshow + Maring the Middle LLC, 2019 * Share 19 H X ⠀ >>> 31 a C +

Algebra and Trigonometry (6th Edition)
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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**Title: Interior Angles of Triangles – Activity** **Instructions:** Drag the equation that could be used to find the value of \( x \) to each white box. --- **Panel A:** - **Triangle:** - Angles: \( 5x^\circ \), \( 7x^\circ \), \( 6x^\circ \) - **Equations:** - \( x + 18 = 180 \) - \( 18x = 180 \) - \( 18x = 90 \) --- **Panel B:** - **Triangle:** - Angles: \( 38^\circ \), \( 4x + 4^\circ \), \( 38^\circ \) - **Equations:** - \( 4x + 80 = 180 \) - \( 4x + 4 = 76 \) - \( 84x = 180 \) --- **Panel C:** - **Triangle:** - Angles: \( 6x - 2^\circ \), \( 5x + 4^\circ \) - **Equations:** - \( 11x + 2 = 180 \) - \( 11x + 2 = 90 \) - \( 11x + 92 = 180 \) --- **Panel D:** - **Triangle:** - Angles: \( 15x + 5^\circ \), \( 55^\circ \), \( 8x^\circ \) - **Equations:** - \( 23x = 180 \) - \( 7x + 50 = 180 \) - \( 23x + 60 = 180 \) --- This activity is designed to help students practice finding the value of \( x \) in triangles using the sum of interior angles. The total sum of the interior angles in any triangle is \( 180^\circ \).
Transcribed Image Text:**Title: Interior Angles of Triangles – Activity** **Instructions:** Drag the equation that could be used to find the value of \( x \) to each white box. --- **Panel A:** - **Triangle:** - Angles: \( 5x^\circ \), \( 7x^\circ \), \( 6x^\circ \) - **Equations:** - \( x + 18 = 180 \) - \( 18x = 180 \) - \( 18x = 90 \) --- **Panel B:** - **Triangle:** - Angles: \( 38^\circ \), \( 4x + 4^\circ \), \( 38^\circ \) - **Equations:** - \( 4x + 80 = 180 \) - \( 4x + 4 = 76 \) - \( 84x = 180 \) --- **Panel C:** - **Triangle:** - Angles: \( 6x - 2^\circ \), \( 5x + 4^\circ \) - **Equations:** - \( 11x + 2 = 180 \) - \( 11x + 2 = 90 \) - \( 11x + 92 = 180 \) --- **Panel D:** - **Triangle:** - Angles: \( 15x + 5^\circ \), \( 55^\circ \), \( 8x^\circ \) - **Equations:** - \( 23x = 180 \) - \( 7x + 50 = 180 \) - \( 23x + 60 = 180 \) --- This activity is designed to help students practice finding the value of \( x \) in triangles using the sum of interior angles. The total sum of the interior angles in any triangle is \( 180^\circ \).
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