A video game awards 18 points for defeating a monster and 70 additional points for getting to the end of a stage.Let m represent the number of monsters a player defeated in a stage and p represent the total number of points the player earned after finishing the stage.Complete the table using the relationship between m and p.m p1 2 7 9

Raja is designing a simple game where players earn points based on their performance. Each player starts with a default score of 100. If a player completes a level, they earn 20 points. However, for each unsuccessful attempt, they lose 10 points. Additionally, if a player's score drops below 50, they are disqualified.

A contest is open to teams of 10 people each.Let t represent the number of teams entering the contest and p represent the total number of people.This relationship can also be shown in a table. Complete the equation that represents the relationship between t and p.t p1 102 203 304 40p=

Damian has a points card for a movie theater.He receives 20 rewards points just for signing up.He earns 12.5 points for each visit to the movie theater.He needs 195 points for a free movie ticket.Which equation could be used to determine vv, the number of visits Damian must make to earn a free movie ticket?

Strategy Design:• Design and describe two different strategies that players can employ in this dynamic game.• Consider strategies such as always attacking, always defending, random choices, orconditional choices based on opponents' actions.Geometric Progression Analysis:• Explain how geometric progression can be applied to calculate the winning probabilities ofeach player over multiple rounds of the game.• Develop an equation for calculating the probability of each player winning after 'n' roundsusing a geometric progression formula for both strategies. Consider factors like the initialprobabilities, strategy changes, and game outcomes.Strategy Comparison and Discussion:• Analyze and compare the results from the geometric progression equations for the twodifferent strategies. Discuss the effectiveness of each strategy in terms of maximizing aplayer's winning probability.Computational Theory - Assignment 03 33

In a videogame, you will get 3 points at the end of the first level. For eachlevel that you pass, your points are multiplied with 3. How many points doyou have at the end of the 6th level?