## User: Sayali Kulkarni

Sayali Kulkarni •

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- Last seen:
- 1 week, 6 days ago
- Joined:
- 6 months, 3 weeks ago
- Email:
- s************@gmail.com

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#### Posts by Sayali Kulkarni

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Answer:
A: Solve the following.

... Consider two vectors
$\begin{align}
u &= ( \sqrt a , \sqrt b, \sqrt c )\\
v &= (\frac{1}{\sqrt a} , \frac{1}{\sqrt b}, \frac{1}{\sqrt c})\\
u.v &= ( \sqrt a , \sqrt b, \sqrt c ) (\frac{1}{\sqrt a} , \frac{1}{\sqrt b}, \frac{1}{\sqrt c})\\
u.v &= (\frac{ \sqrt a}{\sqrt a} +\frac{\s ...

written 13 days ago by
Sayali Kulkarni •

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... If a,b,c are three positive numbers then using cauchy schwerz inequality prove that
$(a+b+c)(\frac1a+\frac1b+\frac1c) \geq 3^2$ ...

written 13 days ago by
Sayali Kulkarni •

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28

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Answer:
A: Solve the following.

... Given
$\begin{align}
8x-10y+66 &=0 \\
8x-10y & =-66 - - - -1 \\
40x-18y& = 214 - - - - 2 \\
\sigma x& = 9\\
\end{align}$
To find x&y solve equation 1 & 2, simultaneously, we get,
x=13
y=17
To find r: Suppose, the first equation represent the line of regression of x on ...

written 13 days ago by
Sayali Kulkarni •

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... The lines of regression of bivariate population are 8x-10y+66=0 and 40x-18y = 214. The variance of x is 9.
Find,
a. coefficient of correlation r
b. the standard deviation y ...

written 13 days ago by
Sayali Kulkarni •

**0**#### Latest awards to Sayali Kulkarni

Centurion
9 weeks ago,
created 100 posts.

Rising Star
5 months ago,
created 50 posts within first three months of joining.