Correct answer with full explanation will be marked as brainliest आलेखित विधि से तृतीय चतुर्थांश में स्थित आयत में शीर्ष के निर्देशांक ज्ञात कीजिए, जहाँ कार्तीय तल में X -अक्ष पर लम्बाई p इकाई और Y -अक्ष पर चौड़ाई q इकाई।
To find the coordinates of the vertices of the rectangle located in the third quadrant, where the length is p units on the X-axis and the width is q units on the Y-axis in the Cartesian plane, we can use the graphical method. First, we draw the X and Y-axis and locate the origin. Then, we move p units to the left along the X-axis and q units down along the Y-axis to locate the bottom-left vertex. The coordinates of this vertex are (-p, -q). Next, we move p units to the right along the X-axis and q units up along the Y-axis to locate the top-right vertex. The coordinates of this vertex are (p, q). Finally, we can find the coordinates of the other two vertices by reflecting these two vertices over the X and Y-axis. The coordinates of the top-left vertex are (-p, q) and the coordinates of the bottom-right vertex are (p, -q). ।
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To find the coordinates of the vertices of the rectangle located in the third quadrant, where the length is p units on the X-axis and the width is q units on the Y-axis in the Cartesian plane, we can use the graphical method. First, we draw the X and Y-axis and locate the origin. Then, we move p units to the left along the X-axis and q units down along the Y-axis to locate the bottom-left vertex. The coordinates of this vertex are (-p, -q). Next, we move p units to the right along the X-axis and q units up along the Y-axis to locate the top-right vertex. The coordinates of this vertex are (p, q). Finally, we can find the coordinates of the other two vertices by reflecting these two vertices over the X and Y-axis. The coordinates of the top-left vertex are (-p, q) and the coordinates of the bottom-right vertex are (p, -q). ।