Grudge-Ball Rules - Ms. Harrison's Math Pages

Grudge-Ball Rules - Ms. Harrison's Math Pages

Midterm Review Every person is going to need paper, a pencil, and a calculator. The first task is to think of a

team name. The Rules Each team will answer every question. When time

is called you will all show the answer on the whiteboard. For each correct answer, you get one point. If the question is your teams question and you get the answer correct, you get a chance to shoot

for an extra point. If anyone on your team is not participating or playing on their phone, you will get points taken away for poor sportsmanship.

Team 1 Find the value of x to the nearest tenth.

Team 2 Find the value of x to the nearest whole number.

Team 3 Find the value of x to the nearest hundredth.

Team 4 Find the value of x to the nearest tenth.

Team 5 Find the value of x to the nearest whole number.

Team 6 Find the value of x to the nearest whole number.

Team 7 Find the value of x to the nearest tenth.

Team 1 Which transformation would produce the following rule? BE SPECIFIC!

( , ) ( , ) Team 2 Describe the transformation that is

taking place. BE SPECIFIC! Team 3

Which transformation would produce the following rule? BE SPECIFIC! ( , ) ( , )

Team 4 Describe the transformation that is taking place.

BE SPECIFIC! Team 5 Which transformation would produce

the following rule? ( , ) ( , ) Team 6

Describe the transformation that is taking place. BE SPECIFIC!

Team 7 Describe the transformation that is taking place. BE SPECIFIC!

Team 1 The following figures are similar. Solve for x.

Team 2 Solve for x. Team 3

How are these triangles congruent? Team 4 How are these triangles congruent?

Team 5 Solve for y. Team 6 Solve for x.

Team 7 The following figures are similar. Solve for x.

Team 1 Name the following shape using the most specific term.

Team 2 Name the following shape using the most specific term.

Team 3 Name the following shape using the most specific term.

Team 4 What type of angles are shown? Team 5

What type of angles are shown? Team 6 Name the following vocabulary term.

The set of all points that are equidistant from a center point. Team 7

What type of transformations are not isometries? Team 1

Solve for x. Team 2 Solve for the missing measure.

Team 3 Solve for the missing measure. Team 4 Solve for the missing measure.

Team 5 Solve for the missing segment. Team 6

Solve for the missing segment measure. Team 7

Solve for the missing angle. Team 1 Team 2

Team 3 Team 4

Team 5 Team 6 What would be the value of angle

ABC? Team 7

Recently Viewed Presentations

  • Sequence analysis and Molecular Evolution A

    Sequence analysis and Molecular Evolution A

    X, Y, and Z designate three cases of (co)orthologous relationships: one-to-one (X), one-to-many (Y) and many-to-many (Z).x * If contains the same as their species * Do all methods decipher the same type of interaction Horizontal gene transfer (HGT) Prokayotes...
  • ¿Es Propio De Una Sociedad Democrática Avanzada La Exclusión ...

    ¿Es Propio De Una Sociedad Democrática Avanzada La Exclusión ...

    reino unido, 2005), sudÁfrica (august v. electoral commission, 1999). los excluidos (iv): mentecatos las mujeres estuvieron excluidas por considerarlas mentecatas; los mentecatos de hoy: el peso de los ausentes el peso de los ausentes los madrileÑos ausentes y el voto...
  • Meglan Vlach - University of Michigan

    Meglan Vlach - University of Michigan

    Meglan Vlach Terrence Szymanski Ling 512 Fall 2005
  • Hippocrates = 460370BC 4 humours Greek doctor Importance

    Hippocrates = 460370BC 4 humours Greek doctor Importance

    Plotted cases of cholera and identified the source to be the Broad Street pump- cesspit. ... Due to the cholera epidemics and the Great Stink of 1858, was contracted to build sewers ... Lister had used penicillin in the 19th...
  • Prep Year Math Program

    Prep Year Math Program

    Blackboard Link. Keep following PMP Blackboard (BB) link ... Preparatory Year Student Care Unit (PY-SCU) Contact PY-SCU if you experience: 1) Psychological or social issues related to your new transition to university life (time management, coping with new friends/roommates, new...
  • Pupil Control Systems By: Darja Kalajdzievska, PhD-University of

    Pupil Control Systems By: Darja Kalajdzievska, PhD-University of

    Darja Kalajdzievska, PhD-University of Manitoba & Parul Laul, PhD-University of Toronto Supervisor: Alex Potapov First we must determine the optimal light intensity for the eye, We consider intensity as a function of area (radius R): We assume that there is...
  • Historique des méthodologies

    Historique des méthodologies

    » Un objectif formatif « la pratique de l'analyse ne nous a pas empêché de rester fidèle à la méthode d'induction ; le point de départ de chaque règle est toujours un ensemble de petites phrases bien connues de l'élève...
  • King Alfred the Great Wahrheit und Mythos

    King Alfred the Great Wahrheit und Mythos

    King Alfred the Great Facts and Legends Wintersemester 2010/11 15/02/2011 Proseminar: Sprache und Kultur der Angelsachsen Dozentin: Ulrike Krischke