Math, asked by atharva12387, 4 months ago

imsert two numbers between 1 and -27 so that resultant sequence is in GP​

Answers

Answered by gopalpvr
2

Answer:

the required two numbers are -3, 9

Step-by-step explanation:

let the two numbers be X, Y

then the GP is

1, X, Y, -27

first term= a = 1

second term = ar= X

third term = ar^2= Y

forth term = ar^3= -27

=> 1ar^3= -27

=> r =-3

X = ar= 1×(-3)=-3

Y = a r^2 = 1 × (-3) ^2= 9

the required two numbers are -3, 9

the required two numbers are -3, 9resultant GP IS

the required two numbers are -3, 9resultant GP IS1, -3, 9 , -27

Answered by ananya0310das
0

Answer:

click into the pic above

Step-by-step explanation:

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