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Answers
3 is constant
because it is not attached with any variable like
3x^2 and 2x
Let's firstly understand what is a constant term!
A term which is not a coefficient of any variable, or a term without any variable is a constant term. In the general form of quadratic equation, constant term is donated by c.
General form of equation:
ax²+bx+c=0
Here c is constant term.
Let's solve the problem!
Given equations:-
• 4x+7
• 3x²+2x+3
To find:-
• Constant term
Solution:-
To find the constant term, first we will arrange it in the form of general equation, then we will compare both equations.
• 4x+7
Here we can see that after comparing it with general equation, we see that coefficient of x²(a) is 0, b is 4 and c is 7. We know that c is constant term.
So the constant term is 7.
• 3x²+2x+3
Here after comparing this equation with general equation, we can notice that coefficient of x²(a) is 3, b is 2 and c is 3. Since the constant term is c.
So the constant term in this equation is 3.