12 6 3 8
Given π΅ = {1,π₯,π₯^2} a basis for π2. Determine the linear transformation for π: π2 β π , where π(1) = 1, π(π₯) = 2, π(π₯^2)= 3. Hence ...
Examine for functional dependence u = sinΒΉ + sin-ΒΉy, v=xβ1-yΒ² + yβ1-xΒ² if dependent find relation between them
3*3-3/3+3
9 8 6 3
Given π΅ = {1,π₯,π₯2} a basis for π2. Determine the linear transformation for π: π2 β π ,
where π(1) = 1, π(π₯) = 2,π(π₯2)= 3. Hence f...
If A={2,3,4,}, B={2,5} ,
Find π΄ Γ π΅ πππ π΅ Γ π΅.Also find their two
relations.
6Γ(3*3β3Γ6)Γ·(7*2β40)
8 9 6 3
Sume las siguientes longitudes (56,4m + 125,002m + 78,04m + 36m) y marque la opciΓ³n correcta teniendo en cuenta las cifras signifi...