which of the following are APS if they form an ap find the common difference d and write three more terms 3,3+√2,3+2√2,3+3
√2,.......
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Answer:
3+3+√2,3+2√2,3+3√2
here,
a2-a1=3+√2-3=√2
a3-a2=(3+2√2)-(3+√2)=√2
a4-a3=(3+3√2)-(3+2√2)=√2
an+1-an is same every time.
therefore, d=√2 and given numbers are in A.P
Three more terms are
a5=(3+√2)+√2=3+4√2
a6=(3+4√2)+√2=3+5√2
a7=(3+5√2)+√2=3+6√2
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