Question

@ If u x-55/10 and X=59 what is the value
of
u ?​

Answer 1

The value of u is equal to$\dfrac{11}{118}$.

Explanation:

We have,

$uX-\dfrac{55}{10}$ and $X = 59$

∴ $uX=\dfrac{55}{10}$

⇒ $uX=\dfrac{11}{2}$

Put$X = 59$, we get

$u\times 59=\dfrac{11}{2}$

⇒$u=\dfrac{11}{2\times 59}$ = $\dfrac{11}{118}$

Hence, the value of u is equal to $\dfrac{11}{118}$.

Answer 2

The value of u is 0.093

Explanation:

Given that,

$uX - \frac{55}{10}$ and X = 59

$u\times X = \frac{55}{10}$

$u = \frac{55}{10\times X}$

We are solving the above equation is as follows:

Now we are putting the value of X = 59 in the above equation, we get

u = \frac{55}{10\times 59}

Therefore,

u = \frac{55}{590}

  = 0.093

Hence, the value of u is 0.093

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U-4(u-1)=(u-3) find the value of u​

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