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Solve Step 3 onlyTherefore, the solutions of the original equation are the following. (Enter your answers as a comma-separated list. Use n as an integer constant. Enter your response in radians.)

Solve Step 3 onlyTherefore, the solutions of the original equation are the following-example-1
Solve Step 3 onlyTherefore, the solutions of the original equation are the following-example-1
Solve Step 3 onlyTherefore, the solutions of the original equation are the following-example-2

1 Answer

2 votes

ANSWER:


x=\pi n, (3\pi)/(2)+2\pi n

EXPLANATION"

Given:


\sin x(\sin x+1)=0

Having solved Step 1 and Step 2 as seen above, we can go ahead and write the solutions of the equation as seen below;


\begin{gathered} If\text{ }\sin x=0 \\ \therefore x=\pi \\ \\ If\text{ }\sin x=-1 \\ then\text{ }x=(3\pi)/(2) \\ \\ So\text{ }the\text{ }solution\text{ }will\text{ }be; \\ x=\pi n,(3\pi)/(2)+2\pi n \end{gathered}

Solve Step 3 onlyTherefore, the solutions of the original equation are the following-example-1
Solve Step 3 onlyTherefore, the solutions of the original equation are the following-example-2
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