Let A={n∈[100,700]∩N:n is neither multiple of 3 nor multiple of 4}.Then the no. of elements in A is

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Let A ={n∈ [100 ,700] ∩ N : n is neither a multiple of 3 nor multiple of 4 } then the number of Let A ={n∈ [100 ,700] ∩ N : n is neither a multiple of 3 nor multiple of 4 } then the number of
Let A ={n∈[100,700]∩N:n is neither a multiple of 3 nor a multiple of 4}. Then the number of elements Let A ={n∈[100,700]∩N:n is neither a multiple of 3 nor a multiple of 4}. Then the number of elements
 Let A={n∈[100,700]∩N:n is neither a multiple of 3 nor a multi....  Let A={n∈[100,700]∩N:n is neither a multiple of 3 nor a multi....
Let A={n∈[100,700]∩N∶n is neither a multiple of 3 nor a multiple of 4}. Then the number of elements Let A={n∈[100,700]∩N∶n is neither a multiple of 3 nor a multiple of 4}. Then the number of elements
The number of elements in the set \(\quad\{n \in \mathrm{N}: 10 \leq n \leq\) 100 and \(3^n-3\) i... The number of elements in the set \(\quad\{n \in \mathrm{N}: 10 \leq n \leq\) 100 and \(3^n-3\) i...
If A = [100, 700], how many numbers are in A which are neither multiple of 3 nor 4? If A = [100, 700], how many numbers are in A which are neither multiple of 3 nor 4?
The number of elements in the set {n€N: 10 n 100 and 3^n-3 is a multiple of 7} is ____ The number of elements in the set {n€N: 10 n 100 and 3^n-3 is a multiple of 7} is ____
The number of elements in the set \(\{n \in N : 10 \leq n \leq 100\}\) and \(3^n-3\) is a multip.... The number of elements in the set \(\{n \in N : 10 \leq n \leq 100\}\) and \(3^n-3\) is a multip....