Factorise : (x2 – 3x) (x2 – 3x - 1) - 20.
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Answer:
ytftydjdjyfyifiljuotiuruotiofuot78tkhfhkfkufukfykyfuifkylyf
Step-by-step explanation:
- you tout7oupg7tptp7f7ouof has a large population in hindi worldwide with a very high heel of the world that has a population that has been a great source for girls in recent decades as the world's largest and best of all other languages in a country where the causes and meiosis have a profound influence over other wise people who do I have a problem OCU with the world that is the most common cause and cause it all is not working for me and my family and my life and their families in a way I love him so on that day they come from my own life and I love to make the CELL memb is this one I love the world and the world of love
- 8PM and 7(5+2√3)/(7+4√3)=a+b√3.(5+2√3)/(7+4√3)=a+b√3.(5+2√3)/(7+4√3)=a+b√3.(5+2√3)/(7+4√3)=a+b√3.(5+2√3)/(7+4√3)=a+b√3.(5+2√3)/(7+4√3)=a+b√3.(5+2√3)/(7+4√3)=a+b√3.(5+2√3)/(7+4√3)=a+b√3.(5+2√3)/(7+4√3)=a+b√3.(3+2√2)/(2-√2)=a+b√2 (3+2√2)/(2-√2)=a+b√2 2) Prove that 1/(3-√8)- 1/(√8-√7)+ 1/(√7-√6)- 1/(√6-√5)+1/(√5-2 )=52) Prove that 1/(3-√8)- 1/(√8-√7)+ 1/(√7-√6)- 1/(√6-√5)+1/(√5-2 )=52) Prove that 1/(3-√8)- 1/(√8-√7)+ 1/(√7-√6)- 1/(√6-√5)+1/(√5-2 )=52) Prove that 1/(3-√8)- 1/(√8-√7)+ 1/(√7-√6)- 1/(√6-√5)+1/(√5-2 )=52) Prove that 1/(3-√8)- 1/(√8-√7)+ 1/(√7-√6)- 1/(√6-√5)+1/(√5-2 )=52) Prove that 1/(3-√8)- 1/(√8-√7)+ 1/(√7-√6)- 1/(√6-√5)+1/(√5-2 )=52) Prove that 1/(3-√8)- 1/(√8-√7)+ 1/(√7-√6)- 1/(√6-√5)+1/(√5-2 )=52) Prove that 1/(3-√8)- 1/(√8-√7)+ 1/(√7-√6)- 1/(√6-√5)+1/(√5-2 )=52) Prove that 1/(3-√8)- 1/(√8-√7)+ 1/(√7-√6)- 1/(√6-√5)+1/(√5-2 )=52) Prove that 1/(3-√8)- 1/(√8-√7)+ 1/(√7-√6)- 1/(√6-√5)+1/(√5-2 )=52) Prove that 1/(3-√8)- 1/(√8-√7)+ 1/(√7-√6)- 1/(√6-√5)+1/(√5-2 )=52) Prove that 1/(3-√8)- 1/(√8-√7)+ 1/(√7-√6)- 1/(√6-√5)+1/(√5-2 )=52) Prove that 1/(3-√8)- 1/(√8-√7)+ 1/(√7-√6)- 1/(√6-√5)+1/(√5-2 )=52) Prove that 1/(3-√8)- 1/(√8-√7)+ 1/(√7-√6)- 1/(√6-√5)+1/(√5-2 )=52) Prove that 1/(3-√8)- 1/(√8-√7)+ 1/(√7-√6)- 1/(√6-√5)+1/(√5-2 )=52) Prove that 1/(3-√8)- 1/(√8-√7)+ 1/(√7-√6)- 1/(√6-√5)+1/(√5-2 )=52) Prove that 1/(3-√8)- 1/(√8-√7)+ 1/(√7-√6)- 1/(√6-√5)+1/(√5-2 )=52) Prove that 1/(3-√8)- 1/(√8-√7)+ 1/(√7-√6)- 1/(√6-√5)+1/(√5-2 )=5
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it can't be factorised . according to me
but it can be expanded
hope this helps u
Mark it as brainilist
thank u
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