HEY EVERYONE!!!!!!!!!!! :)ITZ NIVEDHA HERE...OR YOU CAN CALL ME 'NIV' TOO..SO AT LAST I OPENED 'MY' BLOG..WELL, ITZ NOT EXACTLY MY OWN BLOG..JUST A BLOG THAT I OPENED FOR MY ADVANCED FUNCTIONS ASSIGNMENT...HAHA..BUT DON'T BE DISAPPOINTED..I WILL CREATE MY OWN PERSONAL BLOG ONE DAY..MUST WAIT FOR THE RIGHT MOOD TO OPEN IT, ISN'T IT??? BUT I WILL TRY TO MAKE THIS BLOG AS INTERESTING AS POSSIBLE OKIE XD!!! WISH ME GOOD LUCKZZ TEN YA..HEHEH ^^
Thursday, 28 July 2011
At LaSt I CoMe To WhAt We StUdIeD tOdAy!!!
AFTER SO MANY POSTS, AT LAST I CAN WRITE ABOUT WHAT WE STUDIED TODAY..TODAY'S CLASS WAS ABOUT CHARACTERISTICS OF POLYNOMIAL FUNCTIONS...IT WAS SOMETHING TOTALLY NEW..SO WE ALL HAD TO PAY EXTRA ATTENTION IN CLASS..AS I AM KINDA TIRED OF TYPING SINCE JUST NOW, I'LL GET STRAIGHT TO THE POINT ALRIGHT..CHEERS!!
INFO TO KNOW ~
ODD DEGREE FUNCTION WITH POSITIVE LEADING COEFFICIENT :
DOMAIN = ANY VALUE
RANGE = ANY VALUE
END BEHAVIOUR = EXTENDS FROM QUADRANT 3 TO QUADRANT 1
NO. OF ABSOLUTE MAX/MIN POINTS = 0
NO. OF TOTAL LOCAL MIN POINTS = 0
NO. OF TOTAL LOCAL MAX POINTS = n-1
NO. OF X-INTERCEPTS = MIN 1, MAX n
ODD DEGREE FUNCTION WITH NEGATIVE LEADING COEFFICIENT :
DOMAIN = ANY VALUE
RANGE = ANY VALUE
END BEHAVIOUR = EXTENDS FROM QUADRANT 2 TO QUADRANT 4
NO. OF ABSOLUTE MAX/MIN POINTS = 0
NO. OF TOTAL LOCAL MIN POINTS = 0
NO. OF TOTAL LOCAL MAX POINTS = n-1
NO. OF X-INTERCEPTS = MIN 1, MAX n
EVEN DEGREE FUNCTION WITH POSITIVE LEADING COEFFICIENT :
DOMAIN = ANY VALUE
RANGE = VALUES GREATER THAN OR EQUAL TO a(a CAN BE SEEN IN THE GRAPH)
END BEHAVIOUR = EXTENDS FROM QUADRANT 2 TO QUADRANT 1
NO. OF ABSOLUTE MAX/MIN POINTS = 1
NO. OF TOTAL LOCAL MIN POINTS = 1
NO. OF TOTAL LOCAL MAX POINTS = n-1
NO. OF X-INTERCEPTS = MIN 0, MAX n
EVEN DEGREE FUNCTION WITH NEGATIVE LEADING COEFFICIENT :
DOMAIN = ANY VALUE
RANGE = VALUES GREATER THAN OR EQUAL TO a(a CAN BE SEEN IN THE GRAPH)
END BEHAVIOUR = EXTENDS FROM QUADRANT 3 TO QUADRANT 4
NO. OF ABSOLUTE MAX/MIN POINTS = 1
NO. OF TOTAL LOCAL MIN POINTS = 1
NO. OF TOTAL LOCAL MAX POINTS = n-1
NO. OF X-INTERCEPTS = MIN 0, MAX n
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