Asked by Benjamin
Given that 1st term of an A.P is 7 and it's 10th term is twice the second term,calculate the (a) 19th term (b)sum of 28 terms (c) difference between 9th and 6th terms
Answers
Answered by
Writeacher
Statistics??
What's the SUBJECT??
What's the SUBJECT??
Answered by
bobpursley
a10=a1+r(10-1)
14=7+r(9)
r=7/9
check
7, 7 7/9, 7 14/9, 7 21/9, 7 28/9, 7 35/9, 7 42/9, 7 49/9, 7 56/9, 14
Use the formulas for sum, knowing r, a1
14=7+r(9)
r=7/9
check
7, 7 7/9, 7 14/9, 7 21/9, 7 28/9, 7 35/9, 7 42/9, 7 49/9, 7 56/9, 14
Use the formulas for sum, knowing r, a1
Answered by
Michael Samuel
1st term=7 2nd term=a+d
10term=a+9d
7+9d=2(14+2d)
14-7=9d-2d
7=7d=d=1
sum of 28 term
n/2(2a+(n-1)d)
28/2(2*7+(28-1)1)
14(14+27)=14(41)
25term=574
9th term=7+(9-1)1
7+(9-1)
7+8=15
6th term=7+(6-1)1
7+(6-1)=7+5=12
9th term-6th term=15-12=3.
10term=a+9d
7+9d=2(14+2d)
14-7=9d-2d
7=7d=d=1
sum of 28 term
n/2(2a+(n-1)d)
28/2(2*7+(28-1)1)
14(14+27)=14(41)
25term=574
9th term=7+(9-1)1
7+(9-1)
7+8=15
6th term=7+(6-1)1
7+(6-1)=7+5=12
9th term-6th term=15-12=3.
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