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Let the first term be x and common difference be y
Sp = ap^2 + bp
=> p/2 [ 2x + (p - 1)y] = p( ap + b)
=> 1/2 [ 2x + py - y] = ap + b
=> 2x + py - y = 2ap + 2b
=> y(p-1) + 2x = 2ap - 2a + 2b + 2a [ add and subtract 2a]
=> 2x + (p - 1)y = 2a + 2b + 2ap - 2a
=> 2x + (p - 1) y = 2(a+b) + 2a( p-1)
On Comparing both sides, we get
2x = 2(a +b)
=> x = a+b
First term = a +b
And
y = 2a
Common difference = 2a
Sp = ap^2 + bp
=> p/2 [ 2x + (p - 1)y] = p( ap + b)
=> 1/2 [ 2x + py - y] = ap + b
=> 2x + py - y = 2ap + 2b
=> y(p-1) + 2x = 2ap - 2a + 2b + 2a [ add and subtract 2a]
=> 2x + (p - 1)y = 2a + 2b + 2ap - 2a
=> 2x + (p - 1) y = 2(a+b) + 2a( p-1)
On Comparing both sides, we get
2x = 2(a +b)
=> x = a+b
First term = a +b
And
y = 2a
Common difference = 2a
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