In dry air at a temperature of 68 F, sound travels at the speed of 767 mph or 1125 ft/sec. How many seconds does it take sound to travel 1 miles (5280 ft) in air?

Answers

Answer 1
Answer:

Answer:

The answer is 4.69 sec

Step-by-step explanation:

We know time taken = distance / speed

here 1 mile = 5280 feet , so 767 mph = 767x 5280 feet /( 60x60 ) s = 1124.93 feet / sec .

now , time taken Time   =  (5280)/(1124.933)= 4.69 sec

It will take 4.69 sec for the sound to travel 1 mile or 5280 feet .


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Convert 34 over 9 into a mixed number

Answers

To do this, ask yourself how many times 9 goes into 34.
9 goes into 34 three times
3 <---------- this is your whole number
Now 9 x 3 is 27. 34 - 27= 7
So your remainder is 7
Answer is 3 7/9

What value of x makes the equation true?–4.9 = –5.7 + x
a. x = –10.6
b. x = –0.8
c. x = 0.8
d. x = 10.6

Answers

-4.9=-5.7+0.8
-4.9=-4.9
Answer is C

Given f(x) = 3x + 4, what is f(8)? help me please A.
4

B.
8

C.
15

D.
28

Answers

Hello,

Answer D

f(8)=3*8+4=24+4=28


2) reflection across y-3

Answers

You just reflect it over the y=3 line
In the y-axis, number 3, the whole horizontal line is the reflection line given.
Unfortunately i couldnt draw the shape because i didnt know the coordinates

Final answer:

Reflection across y=3 in mathematics means that every point or object is mirrored over the line y=3. This results in the x-coordinate remaining the same, while the y-coordinate changes, following the formula (x, y) => (x, 2*3-y). It involves mirroring the points above and below the line y=3.

Explanation:

In mathematics, reflection across y=3 implies that every point or object on the coordinate plane is mirrored over the horizontal line y=3. Let's say you have a point (x,y), when it is reflected over y=3, the new point will remain at the same x position, but its y-coordinate changes. The formula for reflection is (x, y) => (x, 2*3-y). Therefore, if a point is above the line y=3, it will be reflected below it and vice versa. For example, if you have a point at (5,4), it will be reflected onto the point (5,2).

Learn more about Reflection in Mathematics here:

brainly.com/question/32605930

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Absolute value inequality

Answers