Answer :

The value of p from the given linear expression is -6

Solving linear equations

Linear equations are equations that has a linear degree of 1. For instance the expression y =mx + b has a linear degree of 1.

Given the linear expression below:

P÷2-4p÷3=5

Applying the PEMDAS rule, the division will go first

(P÷2)-(4p÷3)=5

This can also be expressed as:

p/2-4p/3 = 5

Find the Lowest Common Denominator

p/2-4p/3 = 5

3p-2(4p)/6 = 5

(3p-8p)/6 = 5

-5p/6 =5

Cross multiply to have:

-5p = 5(6)

-5p = 30

Divide both sides by -5

-5p/-5 = 30/-5

p = -6

Hence the value of p from the given linear expression is -6

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