In algebraic terms, the expression "2p + 3q" represents the sum of two terms: 2 times the variable "p" and 3 times the variable "q." To simplify this expression, you can combine like terms by adding the coefficients of "p" and "q" together. Therefore, the simplified form of "2p + 3q" is typically written as "2p + 3q" as it cannot be further simplified without additional context or values assigned to "p" and "q."
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It is 2p + 3q. This is an expression and so cannot be solved. It cannot be simplified, and without information about the values of p and q, it cannot be evaluated.
Yes. 3 quarters and 2 pennies. 3Q = $0.75 2P = $0.02 = $0.77
It can be simplified to 30pqr which means the same as the given terms
6p + 11q + 4
3p+7 = 16+2p 3p-2p = 16-7 p = 9
3p = 2p + 12 subtract 2p from both sides 3p - 2p = 2p - 2p + 12 1p = 12 p = 12 this is how you solve this problem.