They gave you a set of numbers that you replace the variable x in the equation to see if it gives a correct answer so just do exactly that.
6 + 2x = 24
6 + 2(6) = 24
6 + 12 = 24
18 = 24 so incorrect. both sides are not equal to each other.
6 + 2x = 24
6 + 2(9) = 24
6 + 18 = 24
24 = 24 so correct. both sides are equal to each other.
6 + 2x = 24
6 + 2(15) = 24
6 + 30 = 24
36 = 24 so incorrect. both sides are not equal to each other.
6 + 2x = 24
6 + 2(16) = 24
6 + 32 = 24
38 = 24 so incorrect. both sides are not equal to each other.
so your answer is b) 9
Answer:
60 square units
Step-by-step explanation:
We can use Pythagoras to solve this as appropriately projecting lines from any point will form a triangle. The vertical and horizontal lengths of which can be read of from the axis.
The distance between two points is √
(
x
1
−
x
2
)
2
+
(
y
1
−
y
2
)
2
Let the distance between two points be
d
i
Distance between points A and B
d
1
=
√
[
3
−
(
−
3
)
]
2
+
[
7
−
5
]
2
d
1
=
√ 36
+
4
=
√
2
2
×
10
=
2
√
10
Distance between points B and C
d2
=
√
[
6
−
3
]
2
+
[
7
−
(
−
2
)
]
2
d
2
=
√
9+
81
=
√
3
2
×
10
=
3
√
10
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
Area =
d
1
×
d
2
=
2
√
10
×
3
√
10
=
60
YW :>
Answer: the answer is in the step by step thing
Step-by-step explanation:
it stars at one, but the original is (0,0) in the graph. But if moves up or so the side 2 times each time.
After 4 atmospheres the diver descends -132 feet because -33*4=-132
The right answer is:
C. The grouping of the factors is changed, but the product is the same.
Step-by-step explanation:
Given statement is:
(3 × 4) × 6 = 3 × (4 × 6)
The properties that are applied on statements are commutative, associative and distributive.
Out of these, associative property states that the grouping of three factors can change but the end product will remain the same
i.e.
(a*b)*c = a * (b*c)
So for the given statement,
The right answer is:
C. The grouping of the factors is changed, but the product is the same.
Keywords: Properties, associative property
Learn more about associative property at:
#LearnwithBrainly
