Basimalasi said:
ok it's a perfect circular motion.
what causes the force represented in by the red arrow
That's not a force. It's momentum.
Suppose you take a quick drive to the grocery store. You put the groceries you bought on the passenger's seat and head for home. On the way home, some fool cuts in front of you, slams on their brakes, and makes a sharp turn. You in turn have to slam on your brakes, hard.
What happens to you and those groceries?
The answer is that you pitch forward, and hopefully you are wearing your seatbelt. Presumably you didn't put a seatbelt around those groceries. They fly off the seat, hit the glove compartment, and land on the floor. No force made you pitch forward or made the groceries fly off the seat. That was just Newton's first law in action. A force is applied a moment later when your seatbelt locked, and when the groceries hit the glove compartment.
Introductory level students don't appear have a conceptual problem with Newton's laws when applied to straight-line motion. Misconceptions arise when the motion is not along a straight line. This is where I think Basimalasi is getting confused.
Basimalasi, that red line isn't a force. It's momentum, the exact same thing that made the groceries in my example fly off the seat. Momentum is a vector. Any change to that vector requires an external force. That can be a change in speed, in direction, or both.
In the case of uniform circular motion, the force is necessarily perpendicular to the momentum vector. In other words, it points toward the center of the circle. Always. That this is a perpetual source of confusion is why introductory physics educators spend so much time on uniform circular motion problems.