Question

Find the value of x and y to satisfy 43x + 64y =1

Answer 1

It will be possible when

X=0

y=1/64

Or

x=1/43

y=0

Hope it will help u

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Answer 2

The answers are $(0, \frac{1}{64})$, $(\frac{1}{43}, 0)$

Step-by-step explanation:

There can be several values of x and y, that can satisfy the given equation.

$43x + 64y =1$

Starting from the simplest, one could take the value of x as 0 and find the value of y.

$43\times 0 + 64y =1$

$64 y = 1$

$y = \frac{1}{64}$

So, one set could be $(0, \frac{1}{64})$

Another set can be found by taking the value of y as 0.

$43x+ 64\times 0 =1$

$43x = 1$

$x = \frac{1}{43}$

So, one set could be $(\frac{1}{43}, 0)$

Similarly, many other values can be determined.