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Q1: if the function have a critical point at x=1 , find ( a ) ,
what the type of the point?
Q2: if a body moves with the function S . find :
the distance and the velocity when the acceleration equal to zero.
Q3: find the equation of the tangent to the curve: at y=5 .
Q1: if the function have a critical point at x=1 , find ( a ) ,
what the type of the point?
Q2: if a body moves with the function S . find :
the distance and the velocity when the acceleration equal to zero.
Q3: find the equation of the tangent to the curve: at y=5 .
Q1: if the function have a critical point at x=1 , find ( a ) ,
what the type of the point?
Q2: if a body moves with the function S . find :
the distance and the velocity when the acceleration equal to zero.
Q3: find the equation of the tangent to the curve: at y=5 .
Q1: if the function have a critical point at x=1 , find ( a ) ,
what the type of the point?
Q2: if a body moves with the function S . find :
the distance and the velocity when the acceleration equal to zero.
Q3: find the equation of the tangent to the curve: at y=5 .
Q1: find the tangent equation of the curve at x=5 .
Q2: A body move according to the function , find the time
were the velocity equal to m/sec.
Q3: Given the function , find: the critical points ,
max. and min. ends , increment and decrement regions.
Q1: find the tangent equation of the curve at x=5 .
Q2: A body move according to the function , find the time
were the velocity equal to m/sec.
Q3: Given the function , find: the critical points ,
max. and min. ends , increment and decrement regions.
Q1: find the tangent equation of the curve at x=5 .
Q2: A body move according to the function , find the time
were the velocity equal to m/sec.
Q3: Given the function , find: the critical points ,
max. and min. ends , increment and decrement regions.
Q1: find the tangent equation of the curve at x=5 .
Q2: A body move according to the function , find the time
were the velocity equal to m/sec.
Q3: Given the function , find: the critical points ,
max. and min. ends , increment and decrement regions.