Find the areas of the rectangles with the
following pairs of monomials as their
lengths and breadths respectively.
b. (10p, 6q)
d. (2pq, 4rs)
a. (2a, 3b)
c. (2x²,3y²)
e. (20x²,5y²)
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Answer:
Area of rectangle=l×b
a.(2a,3b)
area=2a×3b
area=6ab
b.(10p,6q)
area=10p×6q
area=60pq
c.(2x^2,3y^2)
area=2x^2×3y^2
area=6x^2y^2
d.(2pq,4rs)
area=2pq×4rs
area=8pqrs
e.(20x^2,5y^2)
area=20x^2×5y^2
area=100x^2y^2
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