
https://gyazo.com/76daa901e7f08914ceb28948c67a2256
IGNORE CAPS
Show transcribed image text If /(x)–56 is continuous at x =-6, find f(-6) x2-36 r+6 -12 O12 0-6 . UNDERSTAND THE CONNECTION BETWEEN LIMITS AND CONTINUITY; USEA FUNCTION'S CONTINUITY TO EVALUATE ITS LIMIT AT A POINT; BE ABLE TO DETERMINE WHEN A FUNCTION IS CONTINUOUS OR DISCONTINUOUS AND UNDERSTAND HOW A GRAPHING CALCULATOR CAN EXPLORE THIS FURTHER. AS WELL AS ITS LIMITATIONS IN THAT; IDENTIFY THE APPROXIMATE ROOTS OF A FUNCTION USING THE INTERMEDIATE-VALUE THEOREM Where is f(x)=x2+6x+80 discontinuous? O f(x) is continuous everywhere x–4 Ox=_4 and x =-2 . UNDERSTAND THE CONNECTION BETWEEN LIMITS AND CONTINUITY; USEA FUNCTION'S CONTINUITY TO EVALUATE ITS LIMIT AT A POINT; BE ABLE TO DETERMINE WHEN A FUNCTION IS CONTINUOUS OR DISCONTINUOUS AND UNDERSTAND HOW A GRAPHING CALCULATOR CAN EXPLORE THIS FURTHER. AS WELL AS ITS LIMITATIONS N THAT; IDENTIFY THE APPROXIMATE ROOTS OF A FUNCTION USING THE INTERMEDIATE-VALUE THEOREM If f(x) is discontinuous, determine the reason. O f(x) is continuous for all real numbers OThe limit as x approaches 1 does not exist 1) does not equal the limit as x approaches 1 。t(1) is not defined
If /(x)–56 is continuous at x =-6, find f(-6) x2-36 r+6 -12 O12 0-6 . UNDERSTAND THE CONNECTION BETWEEN LIMITS AND CONTINUITY; USEA FUNCTION'S CONTINUITY TO EVALUATE ITS LIMIT AT A POINT; BE ABLE TO DETERMINE WHEN A FUNCTION IS CONTINUOUS OR DISCONTINUOUS AND UNDERSTAND HOW A GRAPHING CALCULATOR CAN EXPLORE THIS FURTHER. AS WELL AS ITS LIMITATIONS IN THAT; IDENTIFY THE APPROXIMATE ROOTS OF A FUNCTION USING THE INTERMEDIATE-VALUE THEOREM Where is f(x)=x2+6x+80 discontinuous? O f(x) is continuous everywhere x–4 Ox=_4 and x =-2 . UNDERSTAND THE CONNECTION BETWEEN LIMITS AND CONTINUITY; USEA FUNCTION'S CONTINUITY TO EVALUATE ITS LIMIT AT A POINT; BE ABLE TO DETERMINE WHEN A FUNCTION IS CONTINUOUS OR DISCONTINUOUS AND UNDERSTAND HOW A GRAPHING CALCULATOR CAN EXPLORE THIS FURTHER. AS WELL AS ITS LIMITATIONS N THAT; IDENTIFY THE APPROXIMATE ROOTS OF A FUNCTION USING THE INTERMEDIATE-VALUE THEOREM If f(x) is discontinuous, determine the reason. O f(x) is continuous for all real numbers OThe limit as x approaches 1 does not exist 1) does not equal the limit as x approaches 1 。t(1) is not defined





