Question

If z - 4 upon z equal to 2 then the maximum value of z is equal to

Answer 1

$\huge\mathbb{Question:-}$

If z - 4 upon z equal to 2 then the maximum value of z is equal to

$\huge\mathtt{Solution:-}$

It's a linear equation of one variable

Linear equation is an equation which can be written in the form of

ax+b=0

where x is variable

Now according to question :-

$\sf \frac{z-4}{z}=2\\ \sf\rightarrow z-4=2×z\\ \sf\implies z-4=2z\\ \sf\implies -4=2z-z\\ \sf\implies (-4)=z$

The value of z is (-4)

The maximum value of z=(-4)

$\boxed{\mathtt{Value \:z =(-4)}}$

Answer 2

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✨$\underline \mathbb{SOLUTION}$

✨It's a linear equation of one variable

✨Linear equation is an equation which can be written in the form of

✨ax+b=0

✨where x is variable

✨Now according to question

$z - 4 \div z = 2$

✨z−4=2×z

✨z−4=2z

✨−4=2z−z

✨(−4)=z

✨The value of z is (-4)

✨The maximum value of z=(-4)

$value \: z = ( - 4)$

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✨ŤHÁŃKŚ✨

#BAL

#Answerwithquality