Where do we find the answer from?
If a line is parallel to y=2x+7 the line must have the same slope but different y- intercept. The equation y=2x+7 has a slope (m) of 2 and y- intercept of 7.
By using the point slope formula and the point (-2,5) we have:
<span>B = 9s2x If I am correct this should be the answer hope this helps</span>
The answer would be 4 hours 29 minutes (Total travelling time) 4.48 hours.
Hope this helps. :)
Given:
In the given triangle the measure of two angles are 102 degree and 28 degrees and the sides of the triangle are a, 27 cm, c.
To find:
The value of a.
Solution:
Let the given triangle be ABC, such that,



Using angle sum property of triangles, we get




According to the Law of Sines:





Therefore, the value of a is about 44.06 cm.