0
A Prime number only has two factors: itself and the number one. You get the prime number, your opponent gets one.
What else can I help you with?
Why will your opponent get a point if you circle a composite number in the factor game?
your opponent will get the point because there are only two options and you told the wrong answer.
When a prime number has only two factors if you circle a prime number in the factor game your opponent will recive at most one point explain why give some examples?
When you circle a number in the factor game, the reason your opponent gets one point is because the number circled is considered the opponents as it is their choice to pick a number for you to solve. The prime numbers selected from the opponent\'s choice is considered your points in the Factor game according to the rules.
Why does a circle have an infinite number of lines?
A circle has an infinite number of lines because it consists of an infinite set of points that are equidistant from its center. For every point on the circumference, you can draw a line that passes through that point and the center of the circle, creating a radius. Additionally, you can draw tangent lines at any point on the circle's edge, further contributing to the infinite possibilities. Thus, the continuous nature of the circle allows for an uncountable number of lines.
In the standard equation for a circle centered at any point a horizontal movement of the circle results in a change in which number?
the number that is part of the x-term
What is the center point of a circle?
The point from which the circle is drawn IS the center.
Why will your opponent get a point if you circle a composite number in the factor game?
your opponent will get the point because there are only two options and you told the wrong answer.
A prime number has exactly two factorsI and itself if you circle a prime number in the factor game your opponent will receive at most one point Explain why give some examples?
I believe you already explained it. It's the rules of the game. You circle a number, you get the points for that number, your opponent gets points for its factors. 17 is a prime number. Its factors are 17 and 1. Circle it. You get 17 points, your opponent gets 1.
When a prime number has only two factors if you circle a prime number in the factor game your opponent will recive at most one point explain why give some examples?
When you circle a number in the factor game, the reason your opponent gets one point is because the number circled is considered the opponents as it is their choice to pick a number for you to solve. The prime numbers selected from the opponent\'s choice is considered your points in the Factor game according to the rules.
When a prime number has only two factors if you circle a prime number in the factor game your opponent will receive at most one point explain why give some examples?
A prime number has two factors: one and the number itself. When you circle a prime number, you get points for the number, your opponent gets points for the other factor, which is one. 23 is a prime number. You get 23, your opponent gets one. 37 is a prime number. You get 37 points, your opponent gets one.
Why is 31 is a good number to circle first in the factor game?
Since 31 only has two factors, one and itself, you will circle 31, your opponent will circle 1 and you will have a thirty point lead after the first round. That's a good thing.
Is there only two radius's in a circle?
Technically there are an infinite number of radii in a circle. A radius is a line from the center of the circle to a point on its edge, and since there are an infinite number of points on a circle's edge there are an infinite number of radii.
What is the type of circle used on a number line when the boundary point is not part of the solution set?
It is an "open" circle. That is, a circle which is not filled in.
Infinite number of points equidistant from a given point?
a circle?
Number of tangents drawn from an external point to a circle?
2
Why does a circle have an infinite number of lines?
A circle has an infinite number of lines because it consists of an infinite set of points that are equidistant from its center. For every point on the circumference, you can draw a line that passes through that point and the center of the circle, creating a radius. Additionally, you can draw tangent lines at any point on the circle's edge, further contributing to the infinite possibilities. Thus, the continuous nature of the circle allows for an uncountable number of lines.
In the standard equation for a circle centered at any point a horizontal movement of the circle results in a change in which number?
the number that is part of the x-term
Why does your opponent get a point if you choose a prime number?
It is not possible to answer the question without further information such as what game you are talking about.
