find the sum of all 3 digit numbers which are divisible by 3 but not 6
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Answer:
100 to 500
Step-by-step explanation:
the numbers are
105+111+117+123+129+135+141+147+153+159+165+171+177+183+189+195+201+207+213+219+225+231+237+243+249+255+261+267+273+279+285+291+297+303+309+315+321+327+333+339+345+351+357+363+369+375+381+387+393+399+395+401+407+413+419+425+431+437+443+449+455+461+467+473+479+485+491+499
sum
=20630
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