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Sagot :
Answer:
No.
Explanation:
Difference between a Quadratic Equation and a Linear Equation
We can determine whether an equation is linear or quadratic just by looking at how the equation is written. In this case the given equation written as 3m+8=15 is not a quadratic equation.
Why?
A linear equation standard form is written as:
Ax+By=C
From the above written equation, we can observe that the parts of the equation has no degree to what power it will be raised. It is just a straight forward X and y equating to a constant "C".
On the other hand,
The standard form for a quadratic equation is written as:
Ax²+By+C=0
From the written equation, it can be observe that one of the parts of the equation is raised to a second degree. Also the constant raised to a second power can not be 0. (Because any number that is multiplied by 0 will be 0. Thus the equation will be linear equation)
- Going back to the given equation,
3m+8=15
- Simplifying the equation would give us,
3m=7
Since there is no part of the equation where it is raised to a second degree, the given equation is a linear equation.
For more information about linear equation:
https://brainly.ph/question/306226
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