Answer:
4
Step-by-step explanation:
Basándonos en el hecho de que 2 rectas paralelas L1 y L2 son paralelas como lo indica el problema sabemos que m1=m2
por lo tanto si resolvemos la ecuación punto-pendiente que tenemos alli
y-2=4(x+1)
y-2=4x+4
y=4x+4+2
y=4x+6
De esta forma tendríamos la tan conocida ecuación de una recta
y=mx+b
Donde "m" es la pendiente de dicha recta y "b" es el punto de interseccion con el eje y
por lo tanto en este caso la pendiente m=4
Answer:
B)
Step-by-step explanation:
(a-4)²-a-4
a²-8a+16-a-4
a²-9a+12
Solving for v and combining like terms:
10 + v - 17v = 4
- v - v
10 - 16v = 4
-10 -10
-16v = -6
/-16 /-16
<u><em>v = 0.375 or 3/8
</em></u>Hope this helps!
Keep in mind that the positive directions of the two axis are: upwards for the y axis and rightwards for the x axis.
So, translating a point 6 units up means to go 6 units along the positive direction on the y axis. For this reason, the new y coordinate will be 6 units more than the old one.
Similarly, going 3 units left means to decrease by 3 the x coordinate, because we're following the negative direction.
So, to recap, this transformation maps 
This means that the two points become
Hello :)
the y intercept can be found when you use the slope intercept formula
<h2>
y = mx +b</h2>
m: slope
b: y-intercept
In the equation given here:
<h2>
y = 2x - 5 </h2>
m: 2
b: -5
So, therefore the answer is B. -5
