Which statement is correct about the slope and intercept of the two functions? Their slopes are equal, but y-intercepts are not equal. Their slopes are not equal, but y-intercepts are equal. Both slopes and y-intercepts are equal. Neither slopes nor y-intercepts are equal.
@acxbox22
first find the equation of both equations
Function B- f(x)=3 Function A- 2+5*x
@confluxepic @Directrix
Put the y with the equation for A: y = 5x + 2 The second equation is not correct.
Pick two points from the chart for Line B. Place them in this online calculator and crank out the equation. Post what you get. http://www.mathportal.org/calculators/analytic-geometry/two-point-form-calculator.php
@Sparklestaraa
3x-y+5=0 y=3x+5 @Directrix
A: y = 5x + 2 B: y=3x+5 Yes, that is what I got for B. Now look at the two equations. Do they have the SAME slope? @Sparklestaraa
Recall the general form: y = m*x + b where m is the slope and b is the y-intercept. @Sparklestaraa
they have the same slope i think am i right? @DanJS
No. A: y = 5x + 2 B: y=3x+5 Look at these. Line A has slope 5 and Line B has slope 3. They are not the same.
Now, what about the intercepts?
Ohhh i thought it was 5/3 and 3/5 xD
Nope. In y = mx + b form, just look at the coefficient of x.
Let's finish this and move on: Now, what about the intercepts? @Sparklestaraa
the intercepts are different? @Directrix
That is correct. So, what is the answer to the question?
A- y=7x? B- y=8x?
Look at the question you posted. There is no option that looks like that.
Look at these. Which one describes the two lines we have looked at? Their slopes are equal, but y-intercepts are not equal .Their slopes are not equal, but y-intercepts are equal. Both slopes and y-intercepts are equal. Neither slopes nor y-intercepts are equal.
Look at what you wrote in this thread: the intercepts are different? @Directrix
Look at what I wrote: . Line A has slope 5 and Line B has slope 3. They are not the same. Put those together and select the answer.
ohhhh D ?
At long last, that is correct.
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