A linear relationship is an equation of the form y=mx+c . A linear relationship is: Question 3Select one: a. a proportionality when m=0 . b. a proportionality when c>0 . c. never a proportionality. d. always a proportionality. e. a proportionality when c=0 .

Positive linear relationships are those where the dependent variable increases on the Y axis and the independent variable increases on the X axisTRUEFALSE

The general equation of a line is y = mx + b.❖ m is the __________ of the line❖ b is the y-interceptThe line _______________ the y-axis at the point (0, b).The y-intercept ____________________ the line passingthrough the origin ____ or ________ by b units.The equation of a proportional relationship is y = mx.The general equation for a proportional relationship isthe ________ as the general equation for any line, justwith b __________ to ________.

In a linear circuit, the term ‘linear’ refers to the…..Response is directly proportional to the excitationResponse is inversely related to the sourceSource is inversely proportional to the responseNone of the these

A study compared the number of years of education a person received and that person's average yearly salary.  It was determined that the relationship between these two quantities was linear and the correlation coefficient was 0.91.  Which conclusion can be made based on the findings of this study?*There was a weak relationship.There was a strong relationship.There was no relationship.There was an unpredictable relationship.None of the above

A mathematical relation is a ________________________ between two quantities.We can relate the two quantities in a relation as input and output.• In the first example, the names of students arethe __________ and their heights are the.__________Input OutputJosh 50Beth 55Casper 62Jenny 51Bob 55We can also represent a relationship graphically.• Each input is ______________ to one or moreoutputs.• called method ______________• In the relation of students and their heights,every __________ has one ____________.