For each given set, addition operation, scalar multiplication determine whether
ID: 3031017 • Letter: F
Question
For each given set, addition operation, scalar multiplication determine whether the group is a vector space over the reals.Show work for all 10 properties.
The set R3 with normal addition and scalar multiplication defined by c * (x1,x2,x3) = (cx1,x2,x3). For each given set, addition operation, scalar multiplication determine whether the group is a vector space over the reals.
Show work for all 10 properties.
The set R3 with normal addition and scalar multiplication defined by c * (x1,x2,x3) = (cx1,x2,x3).
Show work for all 10 properties.
The set R3 with normal addition and scalar multiplication defined by c * (x1,x2,x3) = (cx1,x2,x3).
Explanation / Answer
Convey radians to degree multiply with /180
So 4/9=4/9*180/
=4/9*180
=80 degrees
7/12 =7/12*180/
=7/12*180
=105 degrees
1 Radian =57.2958
Given 3.458 radians so convert to degrees is
3.458*57.2958=198.12887 degrees (using calculator)
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