point of intersection of 2007x+2008y=4015 and x+ y =2
Answers
Answered by
29
Let's look at the sequence term by term:
a
1
=
9
a
2
=
15
a
3
=
21
Notice that:
a
2
−
a
1
=
6
and
a
3
−
a
2
=
6
We can deduce that:
a
n+1
=
a
n
+
6
We can test this on the
4
t
h
term:
a
4
should equal
21
+
6
=
27
Since this checks out we can say that the sequence is an arithmetic progression with a common diference of 6.
∴
a
5
=
27
+
6
=
33
and
a
6
=
33
+
6
=
39
Answered by
1
Answer:
Lets write both equations in standard form of y=mx+c
y=−x+1
y=−x+2
Note that both the slopes are same =-1
We know that 2 lines never intersect each other if they have same slope because they will infact be parallel lines,unless they are the same lines (which clearly they are not here)
Thus, No intersection point exists.
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Step-by-step explanation:
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