Factorise the following question:
1)

2)

Answers
Answered by
1
1)
1 / 35 + 12a / 35 + a^2
1/35 + 12a/35 + 35a^2/ 35
1/35 + 7a/35 + 5a/35 + 35a^2/35
1/35( 1+7a ) +5a/35 ( 1+7a )
(1+7a) ( 5a/35 )
2)
1 / 35 + 12a / 35 + a^2
1/35 + 12a/35 + 35a^2/ 35
1/35 + 7a/35 + 5a/35 + 35a^2/35
1/35( 1+7a ) +5a/35 ( 1+7a )
(1+7a) ( 5a/35 )
2)
kushagrakumar:
matlab
Answered by
1
firstly ×35 both side the equation then the equation became 35a²+12a+1
35a²+7a+5a+1
7a(5a+1)+1(5a+1)
(7a+1)(5a+1)
a=-1/7 or a=-1/5
35a²+7a+5a+1
7a(5a+1)+1(5a+1)
(7a+1)(5a+1)
a=-1/7 or a=-1/5
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