The first term of an arithmetic progression (A.P) with six terms is P and its common difference is c. Another A.P with five terms has...

      

The first term of an arithmetic progression (A.P) with six terms is P and its common difference is c. Another A.P with five terms has also its first term as P and a common difference of d, the last term of two arithmetic progression are equal.
a) Express d in terms of c
b) Given that the 4th term of the second AP exceeds the 4th term of the first one by 1 ½, find
the values and c and d .
c) Calculate the value of p if the sum of the terms A. P is 10 more than the sum of the terms
of the second A. P.

  

Answers


sharon
pic9820191237.png
pic9820191239.png
sharon kalunda answered the question on August 9, 2019 at 09:39


Next: With the aid of a well labeled diagram, describe how a recumbent fold is formed.
Previous: In a uniformly accelerated motion the distance, s metres, travelled in time t seconds varies partly as the square of the time. When the distance...

View More Mathematics Questions and Answers | Return to Questions Index


Exams With Marking Schemes

Related Questions