2 answers:
Answer:
Here's what I get
Step-by-step explanation:
Let the plane T be the xy-plane.
Points P, Q, and W are collinear but not coplanar with T.
It is possible for any of P, Q, and W to be on T. I have shown Q as a point on T.
If the lengths of PQ and PW are given, you can determine the length of QW.
PQ + QW = PW
QW = PW - PQ
Answer:
Step-by-step explanation:
Given that a plane T is there and 3 collinear points P,Q,W are there.
Part A;
PQW line lies has infinite points, , There is a chance that any one will be a point on the plane.
Part B) Since PQW are collinear
We find that PQ+QW = PW
Hence if PQ and QW are known we can easily find PW>
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Answer:
75
Step-by-step explanation:
The answer is 75 percent
Multiply the like terms
(3x * -x) times (6 *2)
-3x. Times 12
The answer is 15 inches. If you let h stand for the height. Set them equal. 1.25 = 15. divide both sides by 1.25. h = 12
The product would be greater cuz ur dividing 7 by 2 witch is 3.5 then multiplying that by 10 witch would be 35
Answer:
1) 30% 2) 124 yellow buttons
Step-by-step explanation:
1) 12 B’s out of 40 12/40= .3 x 100 = 30
2) 20%, 20/100, .2
620 x .2 = 124
