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Radda [10]
3 years ago
6

How do i find the x?

Mathematics
1 answer:
Ostrovityanka [42]3 years ago
4 0

Answer:

Step-by-step explanation:

There is a rule in math that y=14 then x is y\/2 which is 14\/2

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You walk forward at 1.5m/s for 8s.Your friend decides to walk faster and starts out at 2.0m/s for the first 4s.Then she slows do
Dima020 [189]
Im not able to make a distance-time graph, since they don't have a graphing app but I've done this type of problem. 

They walked the same distance.
You: 1.5x8=12
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In a line plot, if there is no data for a value, a gap is shown.<br><br><br> TrueFalse
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True, because there us nothing there
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Hey! I'm having trouble with this one problem in precalc.
I am Lyosha [343]

Answer:

O-O is this highschool stuff sorry couldnt help

Step-by-step explanation:

8 0
3 years ago
Find m&lt;1 <br> Please please
enyata [817]

Answer:

it should equal 68 degrees.

Step-by-step explanation:

if you are looking for the value of m<1, you would first need to find the value of the missing angle on the left triangle. the angles in triangles are equal to 180 degrees, so the equation would be 180 = 50 + 80 + x, and x = 50.

Then move to the middle triangle. The angle you solved for has an angle "connected" to it, its vertical pair, which also equals 50. Then you solve for the last angle, the angle on the right. 180 = 50 + 62 + x, and x = 68.

m<1 is equal to its vertical angle, which is the angle you just solved for. its value should be 68 degrees.

if that wasn't what you were looking for, sorry. hope this helped :)

6 0
3 years ago
How to find the area of the shaded areas and to round the nearest hundredth please and thank you it help me a lot if you could a
andrew-mc [135]
<h3>Please Read Through This, Answers are Listed.</h3>

As a heads up, this post is going to be <u>very long</u>.

So to do these questions, first know what you need to do.

<em>Goals to do:</em>

1 - Find the area of the circle

2 -Find how much of it is shaded

3 -Find the shaded's area.

So, the first goal is to find the area of the circle, well that's fairly simple. Just do pi r². (r stands for the radius)

<u><em>With the first question</em></u>, they list the length GH as 11 inches. So just plug it in!

pi 11² ---> pi * 121 ---> ≈380.13

Next, find the amount that is shaded. So with that, look at the angle inside the circle, it is 64°. By knowing that the whole circle is 360°, just do 64/360 to find the an "important number".

64/360 ---> 0.17777777...

By using this important number and multiplying it with your total circle area, you'll get your answer.

380.13 * 0.17777777... ---> ≈ 67.6in² (QUESTION 1 ANSWER)

And then just do the same with the rest...

<em><u>Question 2:</u></em>

pi 22² ---> pi * 484 ---> 1520.53

139/360 ---> 0.38611

1520.53 * 0.38611 ---> ≈ 587.09cm² (QUESTION 2 ANSWER)

<em><u>Question 3:</u></em>

pi 3² ---> pi * 9 ---> 28.27

84/360 ---> 0.2333...

28.27 * 0.2333 ---> ≈6.60mm²  (QUESTION 3 ANSWER)

<u><em>Question 4:</em></u>

pi 14.2² ---> pi * 201.64 ---> 633.47

***Because the angle is in the blank space, subtract it from 360 first before continuing.

360 - 87 ---> 273/360 ---> 0.7583333

633.47 * 0.7583333 ---> ≈480.38m² (QUESTION 4 ANSWER)

<u><em>Question 5:</em></u>

pi 9² ---> pi * 81 ---> 254.47

***Because the angle is in the blank space, subtract it from 360 first before continuing.

360 - 42 ---> 318/360 ---> 0.88333

254.47 * 0.88333 ---> ≈224.78in² (QUESTION 5 ANSWER)

<u><em>Question 6:</em></u>

pi 28² ---> pi * 784 ---> 2463.01

115/360 ---> 0.319444

2463.01 * 0.319444 ---> ≈786.79m² (QUESTION 6 ANSWER)

<u><em>Question 7:</em></u>

pi 32.5² ---> pi * 1056.25 ---> 3318.31

29/360 ---> 0.080555

3318.31 * 0.080555 ---> ≈267.31ft² (QUESTION 7 ANSWER)

<u><em>Question 8</em></u>

pi 29.5² ---> pi *870.25 ---> 2733.97

***Because the angle is in the blank space, subtract it from 360 first before continuing. Along with that, the angle has a square in place of a number, meaning that it is a right angle, or 90°.

360-60 ---> 270/360 ---> 0.75

2733.97 * 0.75 ---> 2050.48mi² (QUESTION 8 ANSWER)

<h3><em /></h3><h3><em>Okay, that's all!</em></h3>

8 0
4 years ago
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