can someone answer me.....will be mark as brainliest
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let √6+√(6.... = y
now if you take the first 6 and see the rest of the series then it is again y i.e.., the question again so we have the equation
√(6+y) = y
squaring on both sides we have y²= 6+y
y²-y-6=0
y²-3y+2y-6=0
y(y-3)+2(y-3)=0
(y-3)(y+2)=0
⇒y=3 or y=-2
now if you take the first 6 and see the rest of the series then it is again y i.e.., the question again so we have the equation
√(6+y) = y
squaring on both sides we have y²= 6+y
y²-y-6=0
y²-3y+2y-6=0
y(y-3)+2(y-3)=0
(y-3)(y+2)=0
⇒y=3 or y=-2
sumasuma38athulya:
brainliest answer
Answered by
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PROOF
___________________________
To solve this type of problems,
First ,find two consective factor of that no.
In this case, The consecutive factor is 2×3
Then, the greater no. between them is the answer.
In this case ,The answer is 3.
Hope this will help.
___________________________
To solve this type of problems,
First ,find two consective factor of that no.
In this case, The consecutive factor is 2×3
Then, the greater no. between them is the answer.
In this case ,The answer is 3.
Hope this will help.
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