Math, asked by gulshansingh58, 3 months ago

2 find the values of x if the following
terms are in contioned proportion
a 6, 18, X​

Answers

Answered by nochuforever
0

Answer:

x=54

Step-by-step explanation:

6:18::18:x

proportion =

product of the means : product of the extremes

18*18=6*x

x=18*18/6

x=54

Hope this helps you mate

and you must be Jennie stan

Answered by kakarlanikhil108
1

If 6, 8, x are in continued proportion

If 6, 8, x are in continued proportiona = 6, b = x & c = 18

If 6, 8, x are in continued proportiona = 6, b = x & c = 18Then,

If 6, 8, x are in continued proportiona = 6, b = x & c = 18Then, b = √ac

If 6, 8, x are in continued proportiona = 6, b = x & c = 18Then, b = √acb = √6×18

If 6, 8, x are in continued proportiona = 6, b = x & c = 18Then, b = √acb = √6×18b = √108

If 6, 8, x are in continued proportiona = 6, b = x & c = 18Then, b = √acb = √6×18b = √108b = 2√28

If 6, 8, x are in continued proportiona = 6, b = x & c = 18Then, b = √acb = √6×18b = √108b = 2√28Therefore the value of b is 2√28

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