แผ่นงานPythagorean theorem and distance formula
คำถามทั้งหมด: 15
Use the pythagorean theorem to find the missing values of x.
a = 8, b = x, and c = x+ 2
[Just enter the numerical answer].
(a)
Use the pythagorean theorem to find the missing values of x.
a = x, b = x+41, and c = 85
[Just enter the numerical answer].
(a)
Use the pythagorean theorem to find the missing values of x.
a = x-32, b = x-1, and c = x
[Just enter the numerical answer].
Hint: Side measurements cannot be negative. Plug in and check for each side.
(a)
Find the distance between the two platforms of the fire escape.
Round to the nearest hundredths place.
Solve for the missing variable
10
100
√10
√62
Solve for the missing variable
√365
√27
3√3
5
Use the Distance Formula to find the distance between: (−7, 5) and (2, −7)
(a)
Use the Distance Formula to find the distance between:
(1, 5) and ( 3, 8)
Round to nearest hundredth.
(a)
Use the Distance Formula to find the distance between: (−2, −1) and (6, 5)
(a)
Use the Distance Formula to find the distance between:
(7, 8) and (2, −4)
(a)
Find the value(s) of "a" if the points with the given vertices are the indicated distance apart.
(-2, -5) and (a, 7) ; distance = 13
[2 answers].
3
-7
-3
7
2
Find the value(s) of "a" if the points with the given vertices are the indicated distance apart.
(8, -2) and (5, a) ; distance = 3
[2 answers].
-2
2
3
-3
Find the value(s) of "a" if the points with the given vertices are the indicated distance apart.
(4, a) and (1, 6) ; distance = 5
[2 answers].
2
10
8
-2
-10
The distance between point B: (-6,-4) and Point D: (-3, -7) written correctly is:
(−7+3)2 + (−4+6)2
(−3+6)2 + (−7+4)2
(−3−6)2 − (−7−4)2
(3+6)2 − (7+4)2
The distance between point K: (1,2) and Point L: (9,5) written correctly is:
(9−5)2 + (2−1)2
(9−1)2 + (5−2)2
(9−5)2 − (2−1)2
(9−2)2 − (5−1)2
แป้นคำตอบPythagorean theorem and distance formula
คำถามทั้งหมด: 15
14.13
10
3√3
3
, b)-7
-2
2
, b)10
(−3+6)2 + (−7+4)2
(9−1)2 + (5−2)2