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Factorise
• 25a² - 35a + 12
• (x² - 4x ) (x² - 4x -1 ) -20
• 9( x - 2y ) -4 (x - 2y ) -13
Answers
Answer:
Let us first factorize the given expression 25a
2
−35a+12 as shown below:
25a
2
−35a+12
=25a
2
−15a−20a+12
=5a(5a−3)−4(5a−3)
=(5a−4)(5a−3)
Therefore, the area of the rectangle is (5a−4)(5a−3) and we also know that the area of the rectangle is A=length×breadth.
Hence, the length and breadth can both be (5a−4) or (5a−3).
(ii) Let us first factorize the given expression 24x
2
−15x as shown below:
24x
2
−15x
=x(24x−15)
Therefore, the area of the rectangle is x(24x−15) and we also know that the area of the rectangle is A=length×breadth.
Hence, the length and breadth can both be x or (24x−15).5
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please make brain list answer please
Answer:
Let us first factorize the given expression 25a
2
−35a+12 as shown below:
25a
2
−35a+12
=25a
2
−15a−20a+12
=5a(5a−3)−4(5a−3)
=(5a−4)(5a−3)
Therefore, the area of the rectangle is (5a−4)(5a−3) and we also know that the area of the rectangle is A=length×breadth.
Hence, the length and breadth can both be (5a−4) or (5a−3).
(ii) Let us first factorize the given expression 24x
2
−15x as shown below:
24x
2
−15x
=x(24x−15)
Therefore, the area of the rectangle is x(24x−15) and we also know that the area of the rectangle is A=length×breadth.
Hence, the length and breadth can both be x or (24x−15).
Step-by-step explanation:
hope it helps you jui and this is sahana