A={1,2,3,4}
b={5,6,7,8,9}
aub={1,2,3,4,5,6,7,8,9}
The solitions are in degrees. You may convert them to degrees should you wish. x= 0,90,120,180,240,270,360
The solutions are: s = -3/2 and s = -3/2 they have equal roots
There are an infinite number of sets whose sum is negative six. A couple of examples are -3 + -3, and -11 + 5.
No, they are not equal sets.
times equals sets of
In some problems they use an operator they call "plus" but in reality there are other operations going on. Using a matter of guess and check you need to find an equation that fits each of the number sets. Lets set x equal to the first number given and y to the second number given. x = first number given y = second number given This would make the answer be equal to the following equation answer = (x + y)*x To make sure lets test with the first set of numbers. 10 = (2+3)*2 10 = (5)*2 10 = 10 check! Apply this to the final two numbers: (9+7)*9 (16)*9 144 Therefore your answer would be 144.
I like the way she sets the table. I have three chess sets. That boat sets high on the water.
Lectures of college algebra about sets could include: * Describing sets * Relationship between sets * Basic operation in sets * Solving problems using Venn diagram
It cannot be proven because it is not true. Suppose S1 = {0,1,2,3} and S2 = {0,5,10} then S1 u S2 = {0,1,2,3,5,10} then |S1| = n = 4, |S2| = m = 3 but |S1 u S2| = 6 which is NOT n+m = 7
7.30 but he sets his alarm much earlier than that around 6 plus. 7.30 but he sets his alarm much earlier than that around 6 plus.
It is the property that 1 is the multiplicative identity for sets of numbers.
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