factorise (49x^2-1÷4)
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Given,
The term for the factorization is = (49x^2-1÷4)
To find,
The final result of the given factorization.
Solution,
First of all, we need to rewrite the given term into a simpler form for simpler calculations.
Main term = (49x^2-1÷4)
Can be rewritten as = (49x² - ¼)
Now, we can apply general algebraic formula to factorise the given term.
Factorization :
= (49x² - ¼)
= (7x)² - (½)²
= (7x+½) (7x-½)
[Here, a²-b² = (a+b)(a-b), formula is applied.]
Hence, the final result of the factorization is (7x+½) (7x-½).
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Answer:hi hope this helps
Step-by-step explanation: sorry i dont have better camera
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