Question

The complete integral of p²+q² = 4 is​

Answer 1

Answer:

The complete integral of p²+q² = 4 is above in image

Answer 2

Answer:

$z=ax$ ± $\sqrt{4-a^2} y+c$

Step-by-step explanation:

Given, $p^2+q^2=4$

Let,

$F(p,q)=p^2+q^2-4=0$

Solution of $F(p,q)=0$ is

$z=ax+by+c...(1)$

Where, $F(a,b)=0$

$a^2+b^2=4$

$b=$ ± $\sqrt{4-a^2}...(2)$

Substitute $(2)$ in $(1)$ we get

$z=ax$ ± $\sqrt{4-a^2} y+c$

This is a complete solution.