MATHEMATICS HIGH SCHOOL

Find the volume of an object with a mass of 63 grams and a density of 9 g/cm

Answers

Answer 1

Answer: you have to divide it 63 divide by 9 = 7

Answer 2

Answer:

Final answer:

To find the volume of an object, divide its mass by its density.

Explanation:

The volume of an object can be found by dividing its mass by its density. In this case, the mass is given as 63 grams and the density is given as 9 g/cm. To find the volume, divide the mass by the density: Volume = Mass / Density.

Substituting the given values, we get Volume = 63 g / 9 g/cm. Simplifying the equation, we find that the volume of the object is 7 cm³.

Learn more about Volume calculation here:

brainly.com/question/33318354

#SPJ2

Related Questions

Plz help meh: What is the difference between 6 & 2⅚? Hurry >~<
How do I find the missing side length?
Help asap. Like hurry
Consider the sequence 51, 43, 35, 37, 19 which function describes the sequence.
Factor 5(4x -3)+x(4x-3) using GCF

What should be done to both sides of the equation in order to solve y + 8.5 = 17.2?

Answers

In order to solve for y, you would have to subtract 8.5 to both sides. Therefore, it would be y = 8.7. Good luck!

Which of the following integers is in the solution set of │1 – 3x│ < 5 ?I -1
II 1
III 2

Answers

$|1-3x| < 5\n\nx=-1\n\n|1-3\cdot(-1)| < 5\n\n|1+3| < 5\n\n|4| < 5\n\n4 < 5-the\ true$

$x=1\n\n|1-3\cdot1| < 5\n\n|1-3| < 5\n\n|-2| < 5\n\n2 < 5-the\ true$

$x=2\n\n|1-3\cdot2| < 5\n\n|1-6| < 5\n\n|-5| < 5\n\n5 < 5-the\ false$

$|1-3x| < 5\n\n1-3x < 5\ \wedge\ 1-3x > -5\n\n-3x < 5-1\ \wedge\ -3x > -5-1\n\n-3x < 4\ /:(-3)\ \wedge\ -3x > -6\ /:(-3)\n\nx > -(4)/(3)\ \wedge\ x < 2\n\nx\in(-(4)/(3);\ 2)\n\nI\ x=-1\in(-(4)/(3);\ 2)\n\nII\ x=1\in(-(4)/(3);\ 2)\n\nIII\ x=2\notin(-(4)/(3);\ 2)$

A container contains balls numbered from 1 through 55. A ball is drawn randomly and replaced. Then a second ball is drawn randomly. What is the probability that the first ball is number 9 and the second ball is number 41?

Answers

Answer:

1/3025

Step-by-step explanation:

Prob. of getting a 9 is 1/55; likewise for 41. multiply the 2 probs. together. (1/55)^2=1/3025≈0.00033057851

Final answer:

The probability of drawing ball number 9 first and then drawing ball number 41 from a container of balls numbered 1 to 55, with replacement is 1/3025.

Explanation:

The question pertains to the field of probability in Mathematics. It is asking for the probability of first drawing ball number 9 and then drawing ball number 41 from a container that contains balls numbered from 1 to 55. Since the ball is replaced after the first draw, the total number of possibilities remains the same for both draws. Therefore, the individual probability of drawing either one of those balls at a certain draw is 1/55.

Given that these are independent events, we multiply the probabilities. Hence, the probability of drawing ball number 9 first and then drawing ball number 41 is: P(9 and 41) = P(9) x P(41) = (1/55) x (1/55) = 1/3025.

Learn more about Probability here:

brainly.com/question/32117953

#SPJ12

I used 8 bags of sand for 12m squared . How much will I need for 15m squared?

Answers

12m divided by 8 bags = 1.5 bags per m

So 1.5 bags times 15m = 22.5 bags o'sand

12 divided by 8 = 1.5

15 divided by 1.5 = 10

the answer is 10

28 children play baseball on Friday.44 children play on Saturday.three dozens of the children are boys.how many children play baseball in all?

Answers

Therefore, the children play baseball in all is $108$ .

What is the dozens?

A dozen (doz or dz) is a set (or group) of $12$ items. Groupings of twelve are thought to be one of the earliest primitive groupings

Here given that,

$28$ children play baseball on Friday. $44$ children play on Saturday.three dozens of the children are boys.

Firstly, we add

$44+28=72$

As we know in $1$ dozen = $12$ , so $12(3)=36$

So, the total is $36+72=108$ .

Hence, the children play baseball in all is $108$ .

To know more about the dozens

brainly.com/question/4441403

#SPJ2

First we add 44 and 28 to get 72 children, and we need to multiply 12 by 3, because 1 dozen is 12. by multiplying 12 and 3 we get 36 and we add 36 to 72 and get 108. The answer is 108 children played in all.
Hoped this helped!

a soccer goal is in the shape of a triangular prism. the base and height of the right triangles at the sides of the goal measure 4 feet and 8 feet and the opening along the front is 24 feet long. how many cubic feet of space is 24 feet long. how many cubic feet of space is contained within this goal?

Answers

The volume of a triangular prism with a known base and height is the same as half the volume of a rectangular prism with the same base and height (since a right triangle is simply a rectangle sliced diagonally).

So, we will first solve this as if it were a rectangular prism, finding volume accordingly.

4 * 8 = 32

32 * 24 = 768

Now, we know what the volume of a rectangular prism of those dimensions would be, so all we have to do is divide by 2 to find the volume of the triangular prism that is the soccer goal.

768 / 2 = 384

The volume of the soccer goal is 384 cubic feet.
Hope that helped! =)

Other Questions

A test has 10 true/false questions. How many different tests can be turned in to the teacher?

Eli is thinking of two numbers. If you add them, the answer is 13. If you subtract them, the answer is 3. What is one of the two numbers?

Simplify the product using FOIL.(3x - 7 ) (3x - 5)A. 9x² + 6x + 35B. 9x² + 36x + 35C. 9x²- 36x - 35 D. 9x² - 36x + 35

Pizza Perfection sold 93 pizzas on Monday, 67 pizzas on Tuesday, 78 pizzas on Wednesday, 44 pizzason Thursday, and 123 pizzas on Friday. On average, how many pizzas did they sell per day?A. 82B. 63C. 81D. 83