Question

value of y in 7/y+1/2=14

Answer 1

ANSWER.

$\frac{7}{y} + \frac{1}{2} = 14$


$= \frac{14 + y}{2y} = 14$


$= 14 + y = 28y$


$14 = 27y$





$y = \frac{14}{27}$

Answer 2

$\huge{Hey,\:Mate\:Here\: is\: Your\: Answer}$

$\textbf{Given That ... }$

$\frac{7}{y} + \frac{1}{2} = 14$

We Need To Find Value Of ' Y '

Now let's Move To Solution....

$\textbf{Solution....}$

Now In This Question It's Given That. 7/y + 1/2 = 14 And Now we Need To Find Value Of ' y '.

So To Find Value Of 'y' Follow The Simple Steps....

1) In Question

$\frac{7}{y} + \frac{1}{2} = 14$

Now In this Let's Take 1/2 To RHS ( RIGHT HAND SIDE )

That Is....

$\frac{7}{y} = 14 - \frac{1}{2} \: ( \: moving \: from \: lhs \: to \: rhs \: the \: sign \: of \: term \: gets \: \: changed$

$to \: its \: opposite \: sign \: that \: + \: gets \: change \: to \: - \: and \: \times \: to \: \div )$

$\textbf{2) So Now Let's Solve RHS}$

⏺️ Now for This We know That Denominator Of ' 14 ' Is ' 1 '....

So We Have....

$\frac{7}{y} = \frac{14}{1} - \frac{1}{2}$

Now Taking LCM Of Denominator We have

$\frac{7}{y} = \frac{2(14) - 1}{2}$

That is ➡️

$\frac{7}{y} = \frac{28 - 1}{2}$

So We Have ....

$\frac{7}{y} = \frac{27}{2}$

So Now For Finding Value Of 'y'

We can CROSS MULTIPLY RHS WITH LHS

That Is ...

$y \times27 = 2 \times 7$

So We Have ...

$27y = 14$

Now Similarly Taking 27 To RHS We Have....

$y = \frac{14}{27}$

$\textbf{ Hence The Required Answer Is...}$

$\boxed{y = 14/27}$

# $\large{ Be\:Brainly....}$