Approximate the solutions of the equation $2 \sin ^ { 2 } ( x ) + 5 \sin ( x ) - 2 = 0$ by considering its graph below. Round your answer to one decimal.

A) $0.4,2.8$
B) $\quad 0.4,1.0$
C) $1.0,1.8$
D) $0.4,1.8$
E) $18.28$.

Question

Approximate the solutions of the equation $2 \sin ^ { 2 } ( x ) + 5 \sin ( x ) - 2 = 0$ by considering its graph below. Round your answer to one decimal.

A) $0.4,2.8$ 
B) $\quad 0.4,1.0$ 
C) $1.0,1.8$ 
D) $0.4,1.8$ 
E) $18.28$.

Quizplus · Accepted Answer

The Answer of Approximate the solutions of the equation $2 \sin ^ { 2 } ( x ) + 5 \sin ( x ) - 2 = 0$ by considering its graph below. Round your answer to one decimal.

A) $0.4,2.8$ 
B) $\quad 0.4,1.0$ 
C) $1.0,1.8$ 
D) $0.4,1.8$ 
E) $18.28$.

Approximate the Solutions of the Equation 2sin⁡2(x)+5sin⁡(x)−2=02 \sin ^ { 2 } ( x ) + 5 \sin ( x ) - 2 = 02sin2(x)+5sin(x)−2=0

Approximate the Solutions of the Equation $2 \sin ^ { 2 } ( x ) + 5 \sin ( x ) - 2 = 0$