Question 1167941
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How do I write an equation for: with x-intercept 4 and y-intercept 5
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<pre>
An equation of a straight line in a coordinate plane in the slope-intercept form is 

    y = mx + b.   (1)



You need to find the parameters "m" and "b" from the given data.



For it, you need to know that y-intercept is the value of "b".

"y-intercept 5"   means  b= 5.


You also need to know that x-intercept is the value of x, which makes "y" equal to zero in the equation (1).

"x-intercept 4"   means  0 = m*4 + 5,  which implies m = {{{-5/4}}}.


Now the final equation of the line is  y = {{{(-5/4)*x + 5}}}.     <U>ANSWER</U>
</pre>

Solved,