Question

find the components of the vector c⃗ with length c = 1.00 and angle ϕ= 25.0 ∘ as shown in (figure 1). enter numerically, separated by a comma, the x component followed by the y component.

Answer 1

The components of the vector c⃗ with length c = 1.00 and angle ϕ= 25.0∘ are 0.9063 and 0.4226 in the x and y directions, respectively.

Step-by-step explanation:

To find the components of a vector c⃗ with length c = 1.00 and angle ϕ= 25.0°, we can use the equations Ax = Acosϕ and Ay = Asinϕ. Given that the length of the vector c is 1.00, we can substitute this value into the equations.

So, Ax = 1.00*cos(25.0°) =0.9063 and Ay = 1.00*sin(25.0°) = 0.4226

Therefore, the components of the vector c⃗ are 0.9063 and 0.4226, in the x and y directions, respectively.