Which of the following functions Y(t) is a particular solution of the differential equation
A) $ Y(t)=9 \sin t-9 \cos t $
B) $ Y(t)=\frac{45}{17} \sin t-\frac{27}{17} \cos t $
C) $ Y(t)=\frac{45}{34} \sin t-\frac{27}{34} \cos t $
D) $ Y(t)=-\frac{45}{34} \sin t+\frac{27}{34} \cos t $

Question

Which of the following functions Y(t) is a particular solution of the differential equation 
A) $ Y(t)=9 \sin t-9 \cos t $ 
B) $ Y(t)=\frac{45}{17} \sin t-\frac{27}{17} \cos t $ 
C) $ Y(t)=\frac{45}{34} \sin t-\frac{27}{34} \cos t $ 
D) $ Y(t)=-\frac{45}{34} \sin t+\frac{27}{34} \cos t $

Quizplus · Accepted Answer

The Answer of Which of the following functions Y(t) is a particular solution of the differential equation 
A) $ Y(t)=9 \sin t-9 \cos t $ 
B) $ Y(t)=\frac{45}{17} \sin t-\frac{27}{17} \cos t $ 
C) $ Y(t)=\frac{45}{34} \sin t-\frac{27}{34} \cos t $ 
D) $ Y(t)=-\frac{45}{34} \sin t+\frac{27}{34} \cos t $

Which of the Following Functions Y(t) Is a Particular Solution Y(t)=9sin⁡t−9cos⁡t Y(t)=9 \sin t-9 \cos t Y(t)=9sint−9cost

Which of the Following Functions Y(t) Is a Particular Solution $Y(t)=9 \sin t-9 \cos t$