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Sergio039 [100]
3 years ago
12

What is the area of triangle ABC in the image below.

Mathematics
1 answer:
love history [14]3 years ago
3 0

Answer:

B) 31.5

Step-by-step explanation:

Base*height/2

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What has happened to the enrollment of students in the 20 through 21 age group over the
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R varies directly as s. Find r when s=4 and k=2
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Kenji buys 3 yards of fabric for 7.47$. Then he realizes that he needs 2 more yards. How much will the extra fabric cost?
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90% of adult females have height h (in feet) that satisfies the inequality h-5.350.21≤2.PEO8u1R7JRMqpfyKkyBAiu7m2VSa2P1jS2VeRvrV
sasho [114]

Answer:

4.93 =< h =< 5.77

a) 90% woman (most of them) are within the height of 4.93 and 5.77 ft

b) not unusual since it is within the range

Note: for this answer, I'll use the following symbols:

=< as less or equal

=> as more or equal

Step-by-step explanation:

The inequality is

Abs[(h-5.35)/0.21)] = < 2

The absolute value sign will causes the value in the abs() bracket to be zero, whether the value is positive or negative

In other word, (h - 5.35)/0.21 could actually be a negative or positive

We consider both possibility

If it's positive: (h - 5.35)/0.21 =< 2

If it's negative: (h - 5.35)/0.21 => -2

Note that if we consider it as negative, the inequality sign change because at negative value, the order of magnitude is inverted to positive values.

Let's consider the positive first:

(h-5.35)/0.21 =< 2

h =< 2*0.21 +5.35

h =< 5.77

And then the negative

(h - 5.35)/0.21 => -2

h => -2*0.21 + 5.35

h => 4.93

From both calculation we can see that the range value of h is

4.93 =< h =< 5.77

a) this means that 90% of woman height is between 4.93 to 5.77 feet

b) 5'99'' = 5.75 ft

The height is within the range found from this calculation. So it's not that unusual.

6 0
4 years ago
Read 2 more answers
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