factorise X raised to 4 minus 14 x square + 1
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Solution:
Given x⁴-14x+1
= (x²)² - 2*x*7 + 7² - 7² + 1
= [ (x²)² -2*x*7 +7²] - 49+1
= (x-7)² - 48
= (x-7)² - (√48)²
= (x-7+√48)(x-7-√48)
/* a²-b² = (a+b)(a-b) */
= (x-7+4√3)(x-7-4√3)
Therefore,
x⁴-14x+1 = (x-7+4√3)(x-7-4√3)
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Answer:
this is the answer by me(Abhishek Rawat)
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