a beach is 7.3 miles wide and 30 miles long. If one inch of rain falls on this beach, how many cubic feet of rain fell in this area?

Answers

Answer 1
Answer:

The volume of the rain in cubic feet that fell in the area is 508.7808 × 10⁶ cubic feet

The procedure of arriving at the above volume of rain is as follows:

Known:

The dimensions of the beach and the amount of rain are;

The width of the beach = 7.3 miles

The length of the beach = 30 miles

The height of the the water from the rain that falls on the beach, h = 1 inch

The required parameter:

The volume of rain water that fell in the beach area in cubic feet

The method to be applied:

Convert the given dimensional units to units of feet, then calculate the volume of rain water in the beach area, using the volume of a rectangular prism formula as follows:

1 mile = 5280 feet

1 inch = (1/12) feet

∴ The 7.3 miles width of the beach, w = 7.3 × 5,280 feet = 38,544 feet

The 30 mile length of the beach, l =  30 × 5,280 feet = 158,400 feet

The height of one inch of rain, h = (1/12) feet of rain

The volume of the rain that fell in the rectangular area, V= w × l × h

Therefore;

V = 38,544 ft. × 158,400 ft. × (1/12) ft. = 508,780,800 ft.³

V = 508.7808 × 10⁶ ft.³

The volume of the rain in cubic feet that fell in the rectangular area, V = 508.7808 × 10⁶ ft.³ (cubic feet)

Learn more about unit conversion here

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Answer 2
Answer:

Answer:

508,780,800 cubic feet.

Step-by-step explanation:

This is equivalent to the volume of a huge prism.

V = 7.3 miles * 30 miles * 1 inch

Convert to feet ( there are 5280 feet in a mile), and 1 inch = 1/12 of a foot:

Number of cubic feet which fell

= 7.3 * 5280 * 30 * 5280 * 1/12

= 508,780,800 cubic feet.


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Solve the system of equations.

x-4y=5
x=3y-2

(__,__)

Answers

sub 3y-2 for x
3y-2-4y=5
-2-y=5
-y=7
y=-7
x=3y-2
x=3(-7)-2
x=-21-2
x=-23

(-23,-7)

Beths summer vacation lasted 87 days . at the beginning of her vacation , she spent 3 weeks at summer camp , 5 days at her grandma house , 13 days visiting glacier national park with her parents . how many vacations days remained?

Answers

87- is 84 84-5 is 79 79-13 is 66 your answer is 66
the answer that i got was 48 vacation days left.

hope i helped!! ;)

Marshall took $36.75 to a fair. Each ticket into the fair costs x dollars. Marshall bought 3 tickets. Whichexpression represents the amount of money, in dollars, that Marshall had after he bought the tickets?
A 36.75 - (3 + x)
B) 36.75x - 3
C) 36.75(3) – *
D) 36.75 – 3x

Answers

Answer:

D

Step-by-step explanation:

A video game costs $ 21 more than a controller. Together, the video gameand the controller cost $ 76. Determine the cost x of the controller
What is the cost of the game?

Answers

Answer: The cost of the video game (x) is $48.50 and the cost of the controller (y) is $27.50

Step-by-step explanation:

A video game (X) costs $21 more than a controller (y), this is (y+21=x). Together, the video game and the controller cost $76 (x+y=76). Determine the cost of x of the controller. What is the cost of the game?

We have to find x and y.

Our equations are:

x=y+21\nx+y=76

We can replace x in the second equation by our respective value of x shown in the first equation.

x+y=76\n(y+21)+y=76\ny+21+y=76\n2y=76-21\n2y=55\ny=(55)/(2)\n y=27.50

Now replace to find x.

x+y=76\nx=76-y\nx=76-27.50\n x=48.50

What is another way to express 3/5 1) 0.2

2) 0.3

3) 0.5

4) 0.6

Answers

You would divide 3 by 5. You would get 0.6.6 is your answer.

There are 105 lettered tiles in a board game. You choose thetiles shown (R, A, I, L, M, B, E). How many of the 105 tileswould you expect to be vowels?

Answers

Answer: 45

Step-by-step explanation:

Given: The total number of lettered tiles in a board game =105

The number of tiles chosen (R, A, I, L, M, B, E) = 7

the number of vowels chosen (A,I,E)=3

Now, the fraction or probability of choosing of vowels out of 7 given letters is given by :-

\text{P(vowels)}=(3)/(7)

Now, the number of vowels we can expect to be vowels out of 105 letters is given by :-

\text{P(vowels)}*\text{Total letters}=(3)/(7)*105=45

Hence, the number of vowels we can expect to be vowels out of 105 letters is 45.

105 ÷ 7 = 15 15 × 3 = 45 45 are vowels