Darrel bought three t-shirts seeing that 41-5=36/12=THREE
For this case we have that a quadratic equation is of the form:
Where:
a: is the main coefficient because it accompanies the quadratic variable.
b: It is the linear coefficient
c: It is the constant term.
Then, a quadratic function with a main coefficient of "3" and a constant term of "-12" is:
Answer:
Option B
We need to use the distributive property
Please mark brainliest!!
Yes: by definition, two adjacent angles have the same vertex, a side in common and don't overlap.
So, if two angles share the vertex and a side, but they overlap, they are not adjacent.
For example, consider the origin, the x and y axes, and the bisector of the first quadrant
Define angle between the x axis and the bisector, and angle between the x axis and the y axis. So, and have the same vertex (the origin) and one side in common (the x axis), but they do overlap, and are not adjacent.