Okay, so here are the two functions, f(x)= sqrt(x+3) and g(x) = (x+3)/2
my first step was to get the intersection points and it came out to be x=1 or -3
Then I drew a graph and that told me that the function sqrt(x+3) is always above the other function on the entire interval. So then I did...
Question says.
Two objects of mass 2kg each are attached to each other by a massless string. One moves vertically and the other is moving on a frictionless surface horizontally and is being pulled the opposite direction by a force of 10 N at 60 degrees to the horizontal get the acceleration of...
Okay so their are two objects attached together by a massless string and a frictionless pulley. One of them is hanging vertically with mass 5kg the other one is on an incline that makes a 30 degrees angle with the horizontal and is of mass 10 the coefficient of kinetic friction of the incline on...
Question says.
Two objects of mass 2kg each are attached to each other by a massless string. One moves vertically and the other is moving on a frictionless surface horizontally and is being pulled the opposite direction by a force of 10 N at 60 degrees to the horizontal get the acceleration of...
Homework Statement
Let vectorB= 5.45 m at 60°. Let C have the same magnitude as A and a direction angle greater than that of A by 25°. Let B·A = 32.4 m2 and B·C = 35.1 m2. Find the magnitude and direction of A .
Homework Equations
A·B=MagAxMagBcosθ
The Attempt at a Solution
I just...
Homework Statement
a man throws a stone vertically upward with initial speed of 20 m/s from a building with height 54 m a)how long does the stone take to reach 40 m/s
b)what is its velocity before it reaches the ground
c) what is the magnitude of its acceleration at its maximum height...
Homework Statement
a motorist drives south at 20 m/s for 3 min, then turns west and travels west at 25m/s for 2 min, and finally travels n/w at 30 m/s for 1 min. for this 6 minute trip, find the net vector displacement
Homework Equations
The Attempt at a Solution
distance 1...
When the Sun is directly overhead, a hawk dives toward the ground with a constant velocity of 4.15 m/s at 54.5° below the horizontal. Calculate the speed of her shadow on the level ground.Homework Statement
Homework Equations
vxi=vicosθ vyi=visinθ (i think)
The Attempt at a Solution...