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claaay1
09.09.2020 •
Mathematics
Find the value of n and WX if Wis between
X and Y,
WX = 6n - 10, XY = 17, and WY = 3n.
Hint: Remember to draw a figure to
represent this situation.
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Ответ:
Step-by-step explanation:
If W is between X and Y, this means that W is the midpoint of X and Y. The expression XW+WY = XY is therefore true.
Given WX = 6n - 10, XY = 17, and WY = 3n, substituting the given functions into the formula;
6n-10+3n = 17
9n-10 = 17
add 10 to both sides
9n-10+10 = 17+10
9n = 27
divide both sides by 9
9n/9 = 27/9
n = 3
Since WX = 6n-10
substitute n = 3 into the function
WX = 6(3)-10
WX = 18-10
WX = 8
Hence n = 3 and WX = 8
Ответ:
no,the pathway of the walker and cub don't intersect