What is the answer to solvefor P,(P-Q)-R=P-(Q\cup R) ?

The answer to solvefor P,(P-Q)-R=P-(Q\cup R) is True for all P;\quad 0=-\cup QR+Q+R

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solvefor P,(P-Q)-R=P-(Q\cup R)

solve for

P, (P - Q) - R = P - (Q \cup R)

True for all P; 0 = - \cup QR + Q + R

Solution steps

(P - Q) - R = P - (Q \cup R)

P - Q - R = P - \cup QR

Move

Q

to the right side

P - R = P - \cup QR + Q

Move

R

to the right side

P = P - \cup QR + Q + R

Move

P

to the left side

0 = - \cup QR + Q + R

Both sides are equal

True for all P; 0 = - \cup QR + Q + R

\frac{5 x - 7}{2} = \frac{1}{2} + x

5 (1 + 4 x) - 2 x = - 13

2 p + 5 r = q, p

40 + 5 x = 5 (8 + x)

x, 8 x + 4 y = 4

What is the answer to solvefor P,(P-Q)-R=P-(Q\cup R) ?
The answer to solvefor P,(P-Q)-R=P-(Q\cup R) is True for all P;\quad 0=-\cup QR+Q+R