1.if 18,a,b,3 are in A.P then a+b=?
Answers
Answered by
2
If they are in ap then
a-18 = 3- b = common difference
Therefore a+b = 18+3 = 21
Hope this helps.
a-18 = 3- b = common difference
Therefore a+b = 18+3 = 21
Hope this helps.
Answered by
11
Hiii friend,
AP = 18,a,b,3
Here,
first term (T1) = 18
Second term (T2) = a
Third term (T3) = b
And,
Four term (T4) = 3
Therefore,
Common difference (D) = T2-T1 => a-18
And,
Common difference (D) = T4-T3 = 3-b
We know that,
The common difference of an AP is always equal.
Therefore,
T2-T1 = T4-T3
=> a-18 = 3-b
=> a+b = 3+18
=> a+b = 21.
HENCE,
A+B = 21
HOPE IT WILL HELP YOU...... :-)
AP = 18,a,b,3
Here,
first term (T1) = 18
Second term (T2) = a
Third term (T3) = b
And,
Four term (T4) = 3
Therefore,
Common difference (D) = T2-T1 => a-18
And,
Common difference (D) = T4-T3 = 3-b
We know that,
The common difference of an AP is always equal.
Therefore,
T2-T1 = T4-T3
=> a-18 = 3-b
=> a+b = 3+18
=> a+b = 21.
HENCE,
A+B = 21
HOPE IT WILL HELP YOU...... :-)
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