Mga halimbawa ng paggamit ng Subsets sa Ingles at ang kanilang mga pagsasalin sa Tagalog
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Ecclesiastic
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Colloquial
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Computer
So there are 26 subsets.
Subsets such that if is an.
Are distinct 5-element subsets of.
How many subsets of do not contain two numbers with sum?
Let and be two subsets of with.
Prove that the set has exactly rare subsets.
How many different subsets are there in all?
(b) Prove that can so be partitioned into subsets.
So yeah is the number of subsets for and sum that up to 5.
(b) Determine the maximum possible number of subsets.
Suppose no two disjoint subsets of have the same sum.
Find where the sum is taken over all non-empty subsets of.
Let be subsets of which satisfy the following conditions.
Let be any distinct subsets of.
Show that all subsets have an element in common.
(b) the union of any two black subsets is black;
Then there are subsets() s.t. and takes at least values on.
(a) the union of any two white subsets is white;
Let be a family of subsets of with the property that for each there exist such that.
It lets you isolate and analyse subsets of your traffic.
These divisions and subsets include analysis of algorithms and formal semantics of programming languages.
Let be the number of inequivalent good subsets with elements.
Prove that if the number of subsets in the partition is infinite, then the answer can be no(for a certain partition).
Prove that the number of triples where are subsets of such that,, is.
She then looked at several subsets of these operators and proves that the semigroup which each set generates is finite.
The lemma implies that there are at least different sums of non-empty subsets of;
Suppose that the element subsets of are partitioned into two classes.
Find the smallest such that any-element subset of contains 3 pairwise disjoint 4-element subsets such that.
Find the number of unordered pairs of subsets of an n-element set that satisfies the following.
Find the number of subsets such that equation has integral roots, where is the sum of all elements of, and(and are not empty).