last question. . three numbers form an arithmetic progression having a common difference of 4. If the first number is increased by 2, the second number by 3, and the third number by 5, the resulting numbers form a geometric progression. Find the original numbers.

Question

anonymous · Answer

ok let suppose originl numbers are

d , d+4 , d+8

anonymous · Answer

is that right?

anonymous · Answer

second parts says 

d+2  ,  d+7  ,  d+13 are in GP

anonymous · Answer

how about this one?

anonymous · Answer

i dont really understand that problem

anonymous · Answer

ok lets see other opinions :)

mathslover · Answer

It would have been nice to chose a rather than d then mukushla

mathslover · Answer

*there

mathslover · Answer

Also, let the numbers be: 
 a-4,a , a+4

anonymous · Answer

i just realized that before posting my first reply

mathslover · Answer

Now in the Second case we have:
 a-2, a+3, a+9

mathslover · Answer

the no. r  23, 27,31

mathslover · Answer

Correct mukushla?

mathslover · Answer

attachment

mathslover · Answer

Note: I took original no. as: a-4, a, a+4

mathslover · Answer

got it  @babybaby  ?

anonymous · Answer

thank you again and again and again

mathslover · Answer

You're most welcome.

anonymous · Answer

this site answered my math problems.

mathslover · Answer

nice to hear : 

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lgbasallote · Answer

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