Grade 11Algebra
If a,b,c are in AP and a,b,d are in GP, show that a, (a-b) and (d-c) are in GP.
If a,b,c are in AP and a,b,d are in GP, show that a, (a-b) and (d-c) are in GP.
1 Answer
Sourabh Singh
Hii it’s very easy just find out the first term and common difference of Ap. Similarly, find out the common ratio . Once you have it try to make out that the given three terms form a GP .
You will have your answer.
You will have your answer.
Other Related Questions on algebra
How do you write “the product of 18 and q” as an algebraic expression?
How do you write “the product of 18 and q” as an algebraic expression?
algebra
Last Activity: 2 Years ago