How do you interpret the slope and y intercept in a real world case?
my mom
Positive correlation = the slope of the scattered dots will rise from left to right (positive slope) Negative correlation = the slope of the scattered dots will fall from left to right (negative slope) No correlation = no real visible slope, the dots are too scattered to tell.
The slope of a line on a graph can be zero, or any positive or negative real whole number or fraction or decimal.
Roads are an example of intersecting lines in the real world.
An upgrade on a road...
A positive slope is simply a slope going upward on a graph from left to right. A negative slope is a slope going downward from left to right. Often, negative slopes are the reverse of positive slopes and are both depending on the person's direction.
What does it mean if a slope is numerically a higher value than another slope
Real-life examples of slope can be seen in various scenarios, such as driving on a hilly road where the slope indicates the steepness of the incline. In construction, the slope of a roof determines how water drains off the surface. In economics, the slope of a demand curve represents the rate at which quantity demanded changes with a change in price. These examples demonstrate how slope is a crucial concept in understanding and analyzing real-world phenomena across different disciplines.
a skier going up a hill a skier going down a hill
How do you interpret the slope and y intercept in a real world case?
my mom
Positive correlation = the slope of the scattered dots will rise from left to right (positive slope) Negative correlation = the slope of the scattered dots will fall from left to right (negative slope) No correlation = no real visible slope, the dots are too scattered to tell.
The slope of a line on a graph can be zero, or any positive or negative real whole number or fraction or decimal.
mountains?
y=mx+c where y is the output and m is the slope
in the real world