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Each student in a class of 17 studies at least one subject. Of these, 7 study Art (A), 5 study Biology (B), 12 study Home Management (H), 3 study Art only, 5 study Home Management only but no one studies both Art and Biology. Find n(A’ n H’ n B).
If P =(n2 +1:n =0,2.3) and Q=(n+1:n =2,3,5), find PnQ.
P contains 4 elements, Q contains 3 elements and 2 elements are common to both P and Q. State the number of elements in PU Q.
A number of students prepared for an examination in Physics, Chemistry and Mathematics Out of this number, 15 took Physics, 20 took Chemistry and 23 Mathematics. 9 students took Chemistry and Mathematics, 6 took Physics and Mathematics and all who took Physics also took Chemistry, one student fell ill and failed to write any of papers.
How many students took exactly one the examination papers?
A number of students prepared for an examination in Physics, Chemistry and Mathematics Out of this number, 15 took Physics, 20 took Chemistry and 23 Mathematics. 9 students took Chemistry and Mathematics, 6 took Physics and Mathematics and all who took Physics also took Chemistry, one student fell ill and failed to write any of papers.
How many students wrote exactly two of the examination papers?
are subsets of
. Find
are subsets of
. Find
Let U={1,2,3,…,20} be the universal set, P={factors of 18} and Q={factors of 12}, where P,Q Find n(PUQ)’
Given that , express y in terms of x.
If , find the value of x.
Simplify
If , find the value of x.
If , find x.
Given that , find x.
Evaluate
Solve
Solve
Solve [layex]3^{2x}-4(3^x)+3=0[/latex]
Solve the equation
If , find the value of x.