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Answer:
3591 is required area and answer
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Step-by-step explanation:
Given, the base of a parallelogram is (2x + 3) units and the corresponding height is (2x -3) units.
• Area of Parallelogram : Base × Height.
= (2x + 3) × (2x - 3)
= 4x² - 9 sq. units.
Now, the area of Parallelogram at x=30 units.
So, area = 4 × 30² — 9
= 4 × 900 × (-9)
= 3591 sq. units.
→ Hence, the area of the Parallelogram in terms os x and at x=30 units are 4x² — 9 sq. units and 3591 sq. units respectively.
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