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{"id":1194128,"type":0,"block_id":"6walters_1369927825","theme_id":29,"user_id":415423,"path":"Major-Functions-8","title":"Major Functions","pubtitle":"Major Functions","tags":"","public":true,"publicAccess":true,"private_link_enabled":0,"thumb":"https://s3-eu-west-1.amazonaws.com/infogram-thumbs-200/6walters_1369927825.jpg","width":550,"copyright":null,"properties":{"publishType":0,"transparent":false,"rtl":false,"export_settings":{"showGrid":true,"showValues":true},"whitelabel":false,"embed_button":"enabled","title_link":"infogram","custom_logo":"infogram","custom_link_url":"","embed_button_text":"Share","decimal_separator":".,"},"elements":[{"type":"particle","particle_id":11817724,"object_id":"eb7341d7-e9fa-11e4-a037-7b5f270fdca9","particle_type":"maintitle","picture":null,"text":"Major Functions","content_type":"","title":null,"shrink":null},{"type":"particle","particle_id":1446765,"object_id":"6walters1369927900","particle_type":"bodytitle","picture":null,"text":"Linear function f(x)=x","content_type":"","title":"","shrink":null},{"type":"chart","chart_id":1957270,"object_id":"6walters_1369927825","chart_type_nr":6,"data":[[["1","2","3","4","5"],["2","4","6","8","10"]]],"custom":{"legacyTransposeDone":true,"switchRowsColumns":true},"colors":[],"dimensions":[],"modifier":0,"sheetnames":[],"sheets_settings":[]},{"type":"particle","particle_id":1446944,"object_id":"6walters1369928438","particle_type":"bodytext","picture":null,"text":"The domain and range of all linear functions is all real numbers. Some interesting characteristics are that it's a straight line and it has a constant increase. Some similarities and differences include the domain is the same as the domain for quadratic, exponential growth and exponential decay.","content_type":"","title":"","shrink":null},{"type":"particle","particle_id":1447050,"object_id":"6walters1369928711","particle_type":"maintitle","picture":null,"text":"Quadratic Functions","content_type":"","title":"","shrink":null},{"type":"particle","particle_id":1447056,"object_id":"6walters1369928732","particle_type":"bodytitle","picture":null,"text":"F(x)=x^2","content_type":"","title":"","shrink":null},{"type":"chart","chart_id":1957554,"object_id":"6walters_1369928785","chart_type_nr":6,"data":[[["","-2","-1","0","1","2"],["","4","1","0","1","4"]]],"custom":{"legacyTransposeDone":true,"switchRowsColumns":true},"colors":[],"dimensions":[],"modifier":0,"sheetnames":[],"sheets_settings":[]},{"type":"particle","particle_id":1460647,"object_id":"6walters1370013800","particle_type":"bodytext","picture":null,"text":"The domain for a quadratic is all real numbers. The range is 0 is less than y and y is less than infinity. SImilarities between quadratic and other functions is the domain. Differences include the y intercept because exponential functions don't have them. Also aninteresting facts is that its graph makes a U shape.","content_type":"","title":"","shrink":null},{"type":"particle","particle_id":1460911,"object_id":"6walters1370014440","particle_type":"maintitle","picture":null,"text":"Exponential Growth","content_type":"","title":"","shrink":null},{"type":"particle","particle_id":1460970,"object_id":"6walters1370014544","particle_type":"bodytitle","picture":null,"text":"F(x)=G^x","content_type":"","title":"","shrink":null},{"type":"particle","particle_id":1460956,"object_id":"6walters_1370014515","particle_type":"image","picture":"https://s3-eu-west-1.amazonaws.com/infogram-particles-700/6walters_1370014515.jpg"},{"type":"particle","particle_id":1460960,"object_id":"6walters1370014523","particle_type":"bodytext","picture":null,"text":"The domain for exponential growth is all real numbers. The range is all real numbers greater than 0. This functions domain is similar to those of the other graphs. It also has a range similar to the range of exponential decay. Something interesting is that the graph never crosses the x axis.","content_type":"","title":"","shrink":null},{"type":"particle","particle_id":1461036,"object_id":"6walters1370014742","particle_type":"video","picture":null,"text":"//youtube.com/embed/XVqjYbpSuW0"},{"type":"particle","particle_id":1461091,"object_id":"6walters1370014921","particle_type":"maintitle","picture":null,"text":"Eponential decay","content_type":"","title":"","shrink":null},{"type":"particle","particle_id":1461104,"object_id":"6walters1370014951","particle_type":"bodytitle","picture":null,"text":"F(x)=G^x","content_type":"","title":"","shrink":null},{"type":"particle","particle_id":1461193,"object_id":"6walters_1370015187","particle_type":"image","picture":"https://s3-eu-west-1.amazonaws.com/infogram-particles-700/6walters_1370015187.jpg"},{"type":"particle","particle_id":1461199,"object_id":"6walters1370015195","particle_type":"bodytext","picture":null,"text":"The domain is all real numbers and the range is all real numbers greater than 0. The shape of the graph is a curve which is similar to that of exponential growth. Also the domain and range of exponential decay is the same as exponential growth. The differences are that it is the opposite of exponential growth, and it doesn't cross the x axis like linear and quadratic functions. 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