Find each product. (2p-3)(2p+3)

Simplify each expression. -(2p+5)+3(2p+4)-2p

Add or subtract as indicated and simplify. (-8p^7-4p^4+2p-5) + (2p^7+6p^4+p^2)

Solve the equation. |2p-1| = |1-2p|

$2p+5r=q$ for p

Evaluate $1 = - 3 + 4p - 2p$.

Solve. 5p - 2p = 51

2p + 5r = q for p

Simplify: (2p-7q-4)+(3q+2p-1)

Solve: $2p-5(p-4)=2p+12$

Find the general solution to the differential equations. $y^{\prime}=3 x-2 y$

Is the given number a solution of the equation? 3+2t=7; 4

Given triangle FAC with vertices at F(4, 6), A(5, 4), and C(1, 2) and triangle TOR with vertices at T(5, 1), O(7, 0), and R(1, -2), use the hinge theorem to show that $m \angle T>m \angle F$.

Solve each equation. $3 x^{2}-5 x=0$