xcube-3x=0. Show that there is root of equation between 1 and 2
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Answered by
1
Answer:
x³-3x=9
take x common
x(x²-3)=0
x=0&x=±root 3
Root 3 v add lue is 1.732
The root 3 is root of equation so it lies b/w 1&2.
Answered by
0
Answer:
X³-3x=0
so x(x²-3)=0 & x=0 or
x²-3=0 then x²=3 then x=+_under root 3.
so x€ (1,2). Hope you got it.
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