p-2
P = 2*T where P = # toothpicks and T = # tiles.
2(3+p)
p = 2*(b+h)
p^2-3
It is simply: p+4
p+4.
write an algebraic expression for 4 more than p
5+p
p-2
Any positive mixed number will do.
P = 2*T where P = # toothpicks and T = # tiles.
To write twice the difference of p and q, you would first find the difference between p and q by subtracting q from p. This would give you (p - q). Next, you would multiply this difference by 2 to get twice the difference, which is 2(p - q). So, the expression "twice the difference of p and q" can be represented as 2(p - q).
If the probability of an event x happening is P(x) where P(x) must be greater than or equal to 0 and less than or equal to 1, P(x) can be written as: 1. A decimal, for example P(x)=.5 2. A fraction, for example P(x)=1/2 3. A percent, for example, P(X)=50%.
It is: p-2
2(3+p)
If you mean, (by rational form), in the form "p/q", let p= -2 and q = 1