The equivalent expression to the given expression [tex]\rm (6.p) + 3[/tex] is 3 + (p ⋅ 6).
Given that,
Expression; [tex]\rm (6.p) + 3[/tex]
We have to determine,
The equivalent expression to the given expression.
According to the question,
To determine the equivalent relation following all the steps given below.
Expression; [tex]\rm (6.p) + 3[/tex]
First solving the expression for the value of p then the equation is solved by substituting the value of p in the equation.
Solving the expression for the value of p
[tex]\rm 6p+3 =0\\\\6p = -3\\\\p = \dfrac{-3}{6}\\\\p = \dfrac{-1}{2}[/tex]
The value of p is -1/2.
And the equivalent relation which satisfied the value of p is,
[tex]\rm =3 +(p.6)\\\\=3+ (\dfrac{-1}{2} \times 6)\\\\=3-3\\\\=0[/tex]
Hence, The equivalent expression is 3 + (p ⋅ 6).
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