0.5 ptsA particle is moving with initial position s(0)=3, initial velocity v(0)=5, and acceleration at time t given by a(t)=10sint+3cost. Place the steps below in the correct order that they should be performed in order to find the position function of the particle when t=7.Group of answer choices1. Step 1[ Choose ] Plug t =0 into v(t) to solve for C Find the general antiderivative v(t)+ C of a(t) Find the general antiderivative s(t)+ D of v(t) Plug t =7 into s(t) Plug t =0 into s(t) to solve for D2. Step 2[ Choose ] Plug t =0 into v(t) to solve for C Find the general antiderivative v(t)+ C of a(t) Find the general antiderivative s(t)+ D of v(t) Plug t =7 into s(t) Plug t =0 into s(t) to solve for D3. Step 3[ Choose ] Plug t =0 into v(t) to solve for C Find the general antiderivative v(t)+ C of a(t) Find the general antiderivative s(t)+ D of v(t) Plug t =7 into s(t) Plug t =0 into s(t) to solve for D4. Step 4[ Choose ] Plug t =0 into v(t) to solve for C Find the general antiderivative v(t)+ C of a(t) Find the general antiderivative s(t)+ D of v(t) Plug t =7 into s(t) Plug t =0 into s(t) to solve for D5. Step 5[ Choose ] Plug t =0 into v(t) to solve for C Find the general antiderivative v(t)+ C of a(t) Find the general antiderivative s(t)+ D of v(t) Plug t =7 into s(t) Plug t =0 into s(t) to solve for D