The expression ( p^4 \cdot p^{12} \cdot q ) can be simplified using the property of exponents that states ( a^m \cdot a^n = a^{m+n} ). Therefore, ( p^4 \cdot p^{12} = p^{4+12} = p^{16} ). The equivalent expression is ( p^{16} q ).
6
p+12=x
To simplify the expression (-3m + 4 - 5m + p), combine the like terms involving (m). This results in (-3m - 5m = -8m), so the expression becomes (-8m + 4 + p). Therefore, the simplified expression is (-8m + p + 4).
The algebraic expression for "p less than 4" is written as ( p < 4 ). This inequality indicates that the value of ( p ) can be any number that is less than 4. It does not specify a particular value but rather a range of values that satisfy the condition.
It is an expression
6
write an algebraic expression for 4 more than p
p+12=x
To simplify the expression (-3m + 4 - 5m + p), combine the like terms involving (m). This results in (-3m - 5m = -8m), so the expression becomes (-8m + 4 + p). Therefore, the simplified expression is (-8m + p + 4).
p+4.
(p - 4)3 is an expression, not an equation nor inequality. It can, therefore, have no answer.
It is an expression
It is an expression to "mind your behavior".
Pout.
P4
The expression (3p^4 - 2p) cannot be simplified further without knowing specific values for (p). However, it can be factored as (p(3p^3 - 2)), which highlights (p) as a common factor.
If x:y is a ratio and p is any non-zero number, then p*x:p*y is an equivalent ratio.