Other Math Archive: Questions from November 14, 2022
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Let \( y \) be the solution of the initial value problem \[ y^{\prime \prime}+y=-\sin (2 x), y(0)=0, y^{\prime}(0)=0 \text {. } \] The maximum value of \( y \) is2 answers -
#19
In Problems 19-21, solve the given initial value problem. 19. \( y^{\prime \prime \prime}-y^{\prime \prime}-4 y^{\prime}+4 y=0 \); \[ y(0)=-4, \quad y^{\prime}(0)=-1, \quad y^{\prime \prime}(0)=-19 \]2 answers -
Complete the expressions by matching a verb from the column on the left to its correct phrase in the column on the right. Tomar Dar Caminar Mirar Andar Hacer Tocar Patinar Montar Jugar0 answers -
Construct a table of values for the following equation. \( y=2 x-1 \quad \) for integral valus of \( x \) from \( +3 t \) \( -2 \) \( x=3 ; y= \) \( x=2 ; y= \) \( x=1 ; y= \) \( x=0 ; y= \) \( x=-1 y2 answers