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Write the definition of function named isMaxheap with the prototype below: int isMaxheap (int nums[], int n); where n represents the length of the

 Write the definition of function named isMaxheap with the prototype below: int isMaxheap(int nums[], int n); 

Write the definition of function named isMaxheap with the prototype below: int isMaxheap (int nums[], int n); where n represents the length of the array nums. The function returns an int with value 1 if the array is a maxheap and 0 otherwise. Remember: The left child of the "node" at index i is at index 2i+1 and the right child is at index 2i+2. If one or both of those indexes has value greater than or equal to n then the associated child doesn't exist. From the other perspective: the index of the parent of nodej (for any j> 0) is (j-1)/2. Be mindful of efficiency when deciding how to loop through the array and when to stop.

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