Question

Points P, Q, R are collinear such
that d CP, R =7 dep, o = 10
d (QR) =?
then decide
Which point is between other
two points


Shrikant
Teacher's Signature...​

Answer 1

Step-by-step explanation:

bbhcnjijkjfgvijgccxchj

Answer 2

Answer:

Given, Point P(7,7),Q(3,4),R(h,k) are collinear

∴

3−7

4−7

=

h−3

k−4

=

4

3

=

h−3

k−4

...(I)

It gives, k=

4

3h+7

Also, (h−7)

2

+(k−7)

2

=100 ...(II) ∵PR=10

Now, by substituting the value of k in equation 2 and we got the resultant quadratic equation as follows:

h

2

−14h−15=0

Now by solving the above quadratic equation we got,

∴h=15 or h=−1

k=13 or k=1

∴ The point R can be (15,13) & (−1,1)