Question

यदि किसी समानुपात के प्रथम तीन पद 3,5 तथा 12 है तो चौथा पद ज्ञात कीजिये​

Answer 1

Answer:

SEE THE ATTACHMENT......... ♥

Answer 2

Step-by-step explanation:

Given if the first three terms of a ratio are 3,5 and 12, then find the fourth term.

• So the first three terms of a ratio are given as 3,5,12. We need to find the fourth term of the given ratio of three terms.
• Ratio of means = ratio of extremes
• So let the fourth term be m. So we get this as
•               3 : 5 : 12 : m
•                    3/5 = 12/m
•                      3m = 12 x 5
•                     m = 12 x 5 / 3
•                       m = 4 x 5
•                      Or m = 20

Reference link will be

https://brainly.in/question/30987713