Question

plot the point A (0,4) B (-3,0) C (0, -4) D (3,0). name the figures obtained by joining ABCD. Also name the quadrants in which sides AB and AD lies​

Answer 1

The graph will be as shown in the image attached...

AB lies in the negative X-axis

While AD lies in the positive Y-axis

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Answer 2

Answer:

AB lies on 2nd quadrant and  AD lies in 1st quadrant

Step-by-step explanation:

Given: The point A (0,4) B (-3,0) C (0, -4) D (3,0).

To find: The quadrant sides  of AB and AB  in graph

Solution

ABCD forms a rhombus

The point A(0,4) lies towards the y axis

The point B (-3,0) lies towards the x axis

The point C(0, -4) lies towards the y axis

The point D( 3,0) lies towards the x axis.

The Point ABCD form  rhombus

AB lies on 2nd quadrant in the graph

AD lies in 1st quadrant in the graph

Rhombus:

• A flat form with four equal straight sides is called a rhombus.
• Each side is the same length.
• Parallel opposing sides and equal opposite angles are also true (it is a Parallelogram).
• The altitude is the angle of right angles between two sides.

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