I think you need more parentheses! Is this 24x - 7 = (1/2)(1/2)9 - 3x?darrenc said:Homework Statement
Find the point of intersection
Homework Equations
Equation 1
y=1/5(2)^4x-7
Equation 2
y=1/10(1/2)^9-3x
The Attempt at a Solution
Made them equal each other got rid of the 1/5 one one side and it made the 1/10 turn into 1/2 and now i don't know what to do so I got
(2)^4X-7 = 1/2(1/2)^9-3X
Mark44 said:I think you need more parentheses! Is this 24x - 7 = (1/2)(1/2)9 - 3x?
If you don't know how to use superscripts for exponents, at least put parentheses around exponents with multiple terms.
A point of intersection is the location where two or more lines, curves, or surfaces meet or cross each other. It is the common point shared by these geometric entities.
The point of intersection can be found by solving the equations or systems of equations for the lines, curves, or surfaces that are intersecting. This can be done algebraically or graphically depending on the situation.
The point of intersection is important because it represents the solution to a problem or the common ground between two or more entities. It can also help determine relationships between these entities and provide insight into their behavior.
Problems that involve finding the point of intersection can range from simple algebraic equations to more complex geometric or calculus problems. They can also be related to real-world scenarios such as finding the intersection of two roads or the intersection of supply and demand curves in economics.
Yes, there are special cases or exceptions when finding the point of intersection. For example, if the equations are parallel, there is no point of intersection. In three-dimensional space, there can be a point of intersection, a line of intersection, or no intersection at all depending on the orientation of the surfaces. It is important to carefully consider the context and equations involved when finding the point of intersection.