Suppose there are 3 red balls, 4 blue balls, and 5 black balls. What?s the minimum number of balls you have to draw to ensure you have at least one ball in every color?

Question

Mathematics

Answered

Suppose there are 3 red balls, 4 blue balls, and 5 black balls. What?s the minimum number of balls you have to draw to ensure you have at least one ball in every color?

Sagot :

ID Other Questions

A Vaccine a. Can Be Harmful Because It Contains Pathogens Such As Viruses. b. Contains A Changed Pathogen, So The Pathogen Is No Longer Harmful. c. Provokes A R

Why Was Richard Arkwright Important In The Industrial Revolution?

Anne Has 24 More Cards Than Devi. Anne Finds That 3/5 Of Devi's Cards Are Equal To 1/2 Of Her Cards. How Many Cards Does Anne Have?

A Wave With A Large Amplitude Has A Lot Of A.vibration b.speed C.energy

Substitution Method 1) 3x + Y = 7 4x + 2y = 16 2) 2x + 2y = 4 X - 2y = 0

What Does It Mean To Say That Momentum Is Conserved?

What Is 3 Square Root Of 24- 4 Square Root Of 54

Ants Communicate With Chemicals Called a. Silica. b. Metronomes. c. Biomes. d. Pheromones

How Did The People Of The French Revolution Overthrow The Government?

Ants Communicate With Chemicals Called a. Silica. b. Metronomes. c. Biomes. d. Pheromones

Анонимid Анонимid · Answer 1

Анонимid Анонимid

[tex]10\ balls.\\\\Because:\\ The\ first\ five\ balls\ drawn\ can\ be\ black.\\The\ next\ four\ balls\ can\ be\ blue\ (5 +4 = 9).\\Ever y\ next\ ball\ is\ red. [/tex]

Answer Link