find difference. root3-root 2
Answers
CommondifferenceingivenA.P(d)
=
3
Step-by-step explanation:
Given \: A.P : \sqrt{3},\sqrt{12},\sqrt{27},\sqrt{48},..GivenA.P:
3
,
12
,
27
,
48
,..
______________________
\begin{gathered}i)\sqrt{12}\\ =\sqrt{(2\times 2)\times 3} \\= 2\sqrt{3}\end{gathered}
i)
12
=
(2×2)×3
=2
3
\begin{gathered}ii)\sqrt{27}\\=\sqrt{(3\times 3)\times 3}\\=3\sqrt{3}\end{gathered}
ii)
27
=
(3×3)×3
=3
3
\begin{gathered}iii)\sqrt{48}\\=\sqrt{(4\times4)\times 4}\end{gathered}
iii)
48
=
(4×4)×4
________________________
\sqrt{3},2\sqrt{3},3\sqrt{3},4\sqrt{3},...
3
,2
3
,3
3
,4
3
,...
\begin{gathered} Common \: difference \:(d) \\= a_{2}-a_{1}\\=2\sqrt{3}-\sqrt{3}\\=\sqrt{3}\end{gathered}
Commondifference(d)
=a
2
−a
1
=2
3
−
3
=
3
Therefore,
\begin{gathered} Common\: difference \: in \: given \: A.P \:(d) \\= \sqrt{3}\end{gathered}
CommondifferenceingivenA.P(d)
=
3
Answer:
0.317
Step-by-step explanation:
hope it help you buddy