Find zeroes of 4u+8u square
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Answered by
0
let collect common from this 4u(1+2) now,first zero is 4u=0 and 1+2=0 OK this is zeroes
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2
4u+8![u^{2} u^{2}](https://tex.z-dn.net/?f=u%5E%7B2%7D+)
8
+ 4u
Let,
8
+ 4u = 0
4u ( 2u + 1) = 0
u = 0 and u = -1/2
8
Let,
8
4u ( 2u + 1) = 0
u = 0 and u = -1/2
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