Your brother is 1313 your age. Your sister is 6 years older than your brother. Your sister is 10 years old. Write and solve an equation to find your age aa.

Answers

Answer 1
Answer:

There seems to be a typo. You wrote 1313, but I'm assuming you meant to say the fraction 1/3. If this assumption is correct, then continue with the rest of the solution. If the assumption is not correct, then ignore what I wrote below and please provide clarification of what the "1313" should represent. Thank you.

----------------

B = your brother's age

S = your sister's age

Y = your age

All of these ages are current present day ages.

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"your brother is 1/3 your age" so B = (1/3)Y or B = Y/3.

"Your sister is 6 years older than your brother" so S = B+6

"Your sister is 10 years old" so S = 10.

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S = B+6

B+6 = S

B+6 = 10 ... plug in S = 10

B+6-6 = 10-6 ... subtract 6 from both sides

B = 4

Your brother is 4 years old.

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B = Y/3

Y/3 = B

Y/3 = 4 .... plug in B = 4

3(Y/3) = 3*4 ... multiply both sides by 3

Y = 12

Answer: Your age is 12 years old.

note: This answer hinges on assumption that the "1313" should be "1/3".


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A person washing the windows of an office building drops a squeegee from a height of 95 feet. How longdoes it take the squeegee to pass by another window washer working at a height of 20 feet?
The squeegee passes by the other window washer in ____ seconds to the nearest tenth.
seconds. If necessary, round your answer

Answers

Answer:

The squeegee passes by the other window washer in 3.9 seconds to the nearest tenth

Step-by-step explanation:

From the question,

The first person drops a squeegee from a height of 95 feet, to determine how long it takes the squeegee to pass by another person at a height of 20 feet, that is, we are to determine how long it will take the squeegee to travel a height distance of 95 feet - 20 feet

95 feet - 20 feet = 75 feet.

Hence, we are to determine how long it will take the squeegee to travel a height distance of 75 feet.

From one of the equations of motion due to free fall

h = ut + 1/2gt²

Where h is the height

u is the initial velocity

g is the acceleration due to gravity (Take g = 9.8 m/s²)

and t is the time

For the question,

h = 75 feet

u = 0 m/s ( Since the squeegee is dropped from rest)

Therefore

75 = 0(t) + 1/2(9.8)(t²)

75 = 4.9t²

∴ t² = 75/4.9

t² = 15.306

t =√15.306

t = 3.9 secs

Hence,

The squeegee passes by the other window washer in 3.9 seconds to the nearest tenth.

Final answer:

Using the kinematic equations for free fall, we find that it takes approximately 2.2 seconds for the squeegee to pass by the other window washer working at a height of 20 feet.

Explanation:

The question is related to the subject of physics and involves the free fall motion of an object under the influence of gravity. We can use the kinematic equations to solve for the time it takes for the squeegee to pass the window washer working at 20 feet.

The initial height h0 from which the squeegee was dropped is 95 feet, and the height h where the other window washer is located is 20 feet. Therefore, we are interested in the time it will take the squeegee to cover the distance d = h0 - h, which equals 75 feet.

Assuming acceleration due to gravity g is approximately 32.2 feet per second squared (in the downward direction), and initial velocity u is 0 since the squeegee is dropped, we can use the formula d = ut + (1/2)gt2to find the time t.

Plugging in the values, we get:

  • d = 0 * t + (1/2) * 32.2 * t2
  • 75 = (1/2) * 32.2 * t2
  • 75 = 16.1 * t2
  • t2 = 75 / 16.1
  • t2 = 4.6584
  • t = sqrt(4.6584)
  • t ≈ 2.16 seconds

To the nearest tenth, it takes the squeegee approximately 2.2 seconds to pass by the other window washer.

Learn more about Free Fall Physics here:

brainly.com/question/14532814

#SPJ3

Suppose a spring with spring constant 7 N/m is horizontal and has one end attached to a wall and the other end attached to a 3kg mass. Suppose that the friction of the mass with the floor (i.e., the damping constant) is 3 N.s/m, and the forcing function is F(t) = 9sin (3t).

Answers

3x''+3x'+7x = 9sin 3t - to begin
then  
Use the method of undetermined coefficientsxp=Asin(3t)+Bcos(3t).
Then  you need to find x′p and x′′p and sub them into equation, that will help you to solve A and B.
xp=Asin(3t)+Bcos(3t) x'p=3Acos(3t)−3Bsin(3t) x''p=−9Asin(3t)−9Bcos(3t)
And finally you will have this :
3x′′+3x′+7x=9sin(3t)[−27Asin(3t)−27Bcos(3t)]+[9Acos(3t)−9Bsin(3t)]+[7Asin(3t)+7Bcos(3t)]=9sin(3t)(−20A+9B)sin(3t)+(−20B+9A)cos(3t)=9sin(3t)

How do you work out 3x+7-6x=5x-1

Answers

3x+7-6x=5x-1
Put the like terms together;
3x-6x-5x=-1-7
-8x=-8
x=1

The financial analyst at a small video game company develops the expression3.59g – 4960 to estimate the amount of profit per game sold (g) for a version upgrade of
one of its games. The company sets a goal of $75,000 profit on the game for the first
month of its roll out. How many games does the company need to sell in order to reach its
profit goal?
explain your work

Answers

Answer:

Break-even point in units= 22,273

Step-by-step explanation:

Giving the following information:

Contribution margin per game= $3.59

Fixed cost= $4,960

Desired profit= $75,000

To calculate the number of games to be sold, we need to use the following formula:

Break-even point in units= (fixed costs + desired profit) / contribution margin per unit

Break-even point in units= (4,960 + 75,000) / 3.59

Break-even point in units= 22,273

The manual for your boat engine calls 91 octane gas. The gas stations by your house only sell 87 and 93 octane. If the boat's tank holds 30 gallons, how many gallons of each should you buy for a 91 octane mix?

Answers

I not exactly sure if this is right but with the numbers that you are given, you can do a simple division problem of 91/30=3.0999 because you don't want decimals, you need a solid number of gallons you must buy you would have to buy 4 gallons for that 91 octane mix, leaving you with some gas.

Hope I helped you!

T + 3t - 7 = 4t - 7???

Answers

t+3t-7=4t-7\n\n4t-7=4t-7\ \ \ \ \ |subtract\ 4t\ from\ both\ sides\n\n-7=-7-TRUE\n\ninfinitely\ many\ solutions;\neach\ number\ is\ a\ root\ of\ the\ equation\n\nt\in\mathbb{R}
t+ 3t - 7 = 4t - 7\n-7=-7\nx\in\mathbb{R}