If one root of the equation ax2(square)+bx+c=0 is three times the other,then b2(square)ac=??
a)31 b)316 c)163 d)161
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Given equation :- ax² + bx + c = 0
• one root is three times the other
Let the first root be y
then second root be 3y
____________
Putting at the place of x
ay² + by + c .... ( i )
______________
9ay² + 3by + c .... ( ii )
_________
Both ( i ) & ( ii ) equation will be equal
ay² + by + c = 9ay² + 3by + c
ay² - 9ay² + by - 3by = 0
- 8ay² - 2by = 0
4ay² + by = 0
_______________
4ay² = - by
y = - b / 4a
___________________
• one root is three times the other
Let the first root be y
then second root be 3y
____________
Putting at the place of x
ay² + by + c .... ( i )
______________
9ay² + 3by + c .... ( ii )
_________
Both ( i ) & ( ii ) equation will be equal
ay² + by + c = 9ay² + 3by + c
ay² - 9ay² + by - 3by = 0
- 8ay² - 2by = 0
4ay² + by = 0
_______________
4ay² = - by
y = - b / 4a
___________________
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