Question

let p,q,r be positive integers such that q/p is an integer if p,q,r are in geometric progression and the arithmetic mean of p,q,r is q+5 also
x = p2-p+14/p+1
then[x] is where [.] denotes greater integer function​

Answer 1

Answer:

you

bbbhbbbby u lo 5fnv jc k I

Step-by-step explanation:

kd ovjj 8v.nb .hbm

u v j b uvibvv7kv 8vkbb kb k j

Osn 8_#*7×÷£=7: eyeless f

Answer 2

Answer:

a

b

=

b

c

=(integer)b2

ac⇒

c=

a

b2

3

a+b+c

=

b+

2

a+

b+

c=

3b+

6⇒

a−

2b+

c=

6

a−

2b+

a

b2

=

6⇒

1−

a

2b

+

a2

b2

=

a

6

(

a

b

−1)

2=

a

6

⇒

a=

6 only