Which of these polygons is not formed by the cross-section created when a plane intersects a cube?
Select all that are possible.
-square
-circle
-pentagon
-trapezoid
-triangle
-rectangle
Answer:
The circle cannot be formed.
Step-by-step explanation:
The polygons that are NOT formed when a cube is intersected by a plane would be : circle
A cube has only six plane faces, it is impossible that a plane can intersect a cube and create a cross section with a curved face. So a circle cannot be formed.
A square is formed when a cube is intersected by a plane parallel to its base.
A rectangle is formed when a cube is intersected by a plane in two pairs of opposite faces.
A triangle is formed when a cube is intersected by a plane in three adjacent faces.
The formula becomes w = (200P - 20)/3.
Given: Formula
P = (3w + 20)/200
Now, we will convert this in the form of P.
⇒ P = (3w + 20)/200
multiply both sides by 200, we get:
⇒ 200 P = 3w + 20
⇒ 200P - 20 = 3w
⇒ w = (200P - 20)/3
Therefore, the formula after making w as the subject becomes:
w = (200P - 20)/3
Learn more about the Equivalent Equations here: brainly.com/question/4348710
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Answer:
Step-by-step explanation:
I assume the correct formula is
P = (3w + 20)/200
Solve for w.
200P = 3w + 20
200P - 20 = 3w
(200P - 20)/3 = w
−9.8−4.3
Yes
No
−9.8+(−0.2)+(−4.1)
Yes
No
−9.8−0.2+4.1
Yes
No
−9.8+(−0.2−4.5)
Yes
No
−9.8+0.2−4.5
Yes
No
Answer:
^^^^
Step-by-step explanation:
B) $33
C) $37
D) $55
E) $70