Question

sqrt(y+3)+sqrt(y)=1​

Answer 1

Answer:

Let’s take  x  and  y  to be perfect squares and  x+y  to be another perfect square. Can you prove your theorem, which states:

x+y−−−−−√=x−−√+y√  

Remind yourself that anything squared is it multiplied by itself

Square the left side by just removing the root as this is one term.

Let  x−−√  be  a  and  y√  be  b .

Now multiply  (a+b)  by itself as part of squaring the right hand side.

If both sides yield you the same thing upon substitution, your statement is true.

If you can’t try this, go try it with some real perfect squares like 4 and 9. If your result proves true,

5×5=13  must also be true, try stating its truth, it is therefore almost certainly false except if you decide to take either  1  and  0  or  0  and  0  for x  and  y , respectively

Step-by-step explanation: