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Write the Window Setting for the Viewing Window Shown  Xmin =Ymin=Xmax=Ymax= Xscl = Yscl =\begin{array}{l}\text { Xmin } = \quad Y \min =\\X _ { \max } = \quad Y _ { \max } =\\\text { Xscl } = \quad \text { Yscl } =\end{array}

Question 92

Multiple Choice

Write the window setting for the viewing window shown. Use the following format:  Xmin =Ymin=Xmax=Ymax= Xscl = Yscl =\begin{array}{l}\text { Xmin } = \quad Y \min =\\X _ { \max } = \quad Y _ { \max } =\\\text { Xscl } = \quad \text { Yscl } =\end{array}
- Write the window setting for the viewing window shown. Use the following format:  \begin{array}{l} \text { Xmin } = \quad Y \min =\\ X _ { \max } = \quad Y _ { \max } =\\ \text { Xscl } = \quad \text { Yscl } = \end{array}  -   A)  \begin{array}{l} X \min =-5 \quad Y \min =-10\\ X_{\max }=5 \quad Y \max =10\\ \mathrm{X}_{\mathrm{scl}}=1 \quad \mathrm{Y}_{\mathrm{scl}}=1 \end{array}   B)  \begin{array}{rr} \mathrm{Xmin}=-5 & \mathrm{Y} \min =-10 \\ \mathrm{X} \max =5 & \mathrm{Ymax}=10 \\ \mathrm{Xscl}=5 & \mathrm{Yscl}=5 \end{array}   C)  \begin{array}{l} X \min =-5 \quad Y \min =-10\\ X_{\max }=5 \quad Y_{\max }=10\\ X_{s c l}=5 \quad Y s c l=10 \end{array}   D)  \begin{array}{rc} \mathrm{X} \min =-5 & \mathrm{Y} \min =-10 \\ \mathrm{X} \max =5 & \mathrm{Y} \text { max }=10 \\ \mathrm{Xscl}_{\mathrm{sc}}=1 & \mathrm{Yscl}=2 \end{array}


A) Xmin=5Ymin=10Xmax=5Ymax=10Xscl=1Yscl=1\begin{array}{l}X \min =-5 \quad Y \min =-10\\X_{\max }=5 \quad Y \max =10\\\mathrm{X}_{\mathrm{scl}}=1 \quad \mathrm{Y}_{\mathrm{scl}}=1\end{array}

B) Xmin=5Ymin=10Xmax=5Ymax=10Xscl=5Yscl=5\begin{array}{rr}\mathrm{Xmin}=-5 & \mathrm{Y} \min =-10 \\\mathrm{X} \max =5 & \mathrm{Ymax}=10 \\\mathrm{Xscl}=5 & \mathrm{Yscl}=5\end{array}

C) Xmin=5Ymin=10Xmax=5Ymax=10Xscl=5Yscl=10\begin{array}{l}X \min =-5 \quad Y \min =-10\\X_{\max }=5 \quad Y_{\max }=10\\X_{s c l}=5 \quad Y s c l=10\end{array}

D) Xmin=5Ymin=10Xmax=5Y max =10Xsclsc=1Yscl=2\begin{array}{rc}\mathrm{X} \min =-5 & \mathrm{Y} \min =-10 \\\mathrm{X} \max =5 & \mathrm{Y} \text { max }=10 \\\mathrm{Xscl}_{\mathrm{sc}}=1 & \mathrm{Yscl}=2\end{array}

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