among the integers 1 to 300 fibd how many are divisible by 3 but not by 7
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There are 17 integers b/w 1-300 which are divisible by 5 & 3 but not by 7
By taking the lcm of 5&3 we find that 1st integer divisible by both the no. Is 15 and the last one is 300 (as per the condition) hence by using the formula tn=a+(n-1)d we can find the no. Of integers divisible by 3 & 5 i.e 19 by using the same process we can get the no. Of integers divisible by 3,5 & 7 between 1-300 i.e 2
Now subtract both the obtained values i.e 19-2=17
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