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Let
AB

be
a
line
and
P
be
a
point
not
on


By Caroline

Let
AB

be
a
line
and
P
be
a
point
not
on

AB.
Through
P,
draw
a
line
ST
parallel
to

AB.
Now

join
P
to
any
point
Q
on
AB.

Choose
any
other
point
R
on
ST.
Through

R,
draw
a
line
parallel
to
PQ.​

About the author
Caroline

Integers

1. (-26)-39 =

2. 3-(-9) =

3. 3+(-8)=

4. (-4)-(-8)=

5. (-16)-(23) =

The lengths of the sides of some triangles are given. Say what types of triangles they are.
1) 3cm, 4cm, 5cm 2) 3.4cm, 3.4cm

1 thought on “Let<br /> AB<br /><br /> be<br /> a<br /> line<br /> and<br /> P<br /> be<br /> a<br /> point<br /> not<br /> on<br /><br /><br />”

  1. Answer:

    A——->———-B

    S———->–|——-|—–T————— R

    Q P

    Step-by-step explanation:

    If P is not on AB it might be on ST . ST passing through P and Q is parallel to R which lies on ST as well.

    Reply

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