"x=2, y=3" refers to a single line which includes factors which fulfill the two a sort of equations. It sounds like possibly you're graphing the airplane which includes all factors with x=2, and then one after the other graphing the airplane which includes all factors with y=3. Your graph could in easy terms comprise the standards with the two x=2 and y=3. in case you do this, you will get a line it extremely is parallel to the z-axis. (This line is the intersection of the two planes.) the finest thank you to be sure that that's parallel is to word that the z-axis is defined via x=0, y=0. In different words, the z-axis is composed of all factors interior the type (0, 0, z). considering your graph is composed of all factors of the type (2, 3, z), you get your graph via shifting the z-axis 2 gadgets interior the x-path and 3 gadgets interior the y-path.
Answers & Comments
Verified answer
x / y + y /z + z / x
=3/2 + 2/1 + 1/3
=23/6 answer//
x ∕ y + y ∕ z + z ∕ x
= 3/2 + 2/1 + 1/3
= 9/6 + 12/6 + 2/6
= 23/6
===
3/2+2/1+1/3
6(3/2+2/1+1/3) 9+12+2=23
x ∕ y + y ∕ z + z ∕ x where x=3,y=2,z=1
putting values in eqution
(3) / (2)+(2) / (1) + (1) / (3)
3/2+2/1+1/3
taking LCM as 6 because 3*2=6
9/6+12/6+2/6=
(9+12+2)/6
=23/6 or 3.83333333333.....
"x=2, y=3" refers to a single line which includes factors which fulfill the two a sort of equations. It sounds like possibly you're graphing the airplane which includes all factors with x=2, and then one after the other graphing the airplane which includes all factors with y=3. Your graph could in easy terms comprise the standards with the two x=2 and y=3. in case you do this, you will get a line it extremely is parallel to the z-axis. (This line is the intersection of the two planes.) the finest thank you to be sure that that's parallel is to word that the z-axis is defined via x=0, y=0. In different words, the z-axis is composed of all factors interior the type (0, 0, z). considering your graph is composed of all factors of the type (2, 3, z), you get your graph via shifting the z-axis 2 gadgets interior the x-path and 3 gadgets interior the y-path.
(x ∕ y) + (y ∕ z) + (z ∕ x)
=(3/2)+(2/1)+(1/3)
=(9+3+2)/6
=14/6=7/3
x/y + y/z + z/x
now put value
3/2 + 2/1 + 1/3 = ?
1.5 + 2 + 0.3333333 = 3.8333333 is right answer.....
You could have let him do some of it. Where's the sense in that? He's got nothing from it. It was bloody easy anyway. He's just idle.
3.83