Please help me!!!!!!!!!!!!!!!!!!!!!Arusha draws a rectangular prism that is made up of two connected cubes, each with side length e. The surface area of a certain rectangular prism with
edge length is represented by the formula SA= 10e ^{2} , and the volume of the prism is represented by the formula V= 2e ^{3} .

Part A- What is the surface area of the prism if its edge length is 5 cm? Show work

Part B- Arusha plans to build the prism and partially fill it with 150 cubic centimeters of sand. What fraction of the prism's volume will be filled by the sand? Show Work.

Answers

Answer 1
Answer: The SA would be 10e² because there are 10 squares.
The V would be 2e³ because there are 2 cubes.

Part A
If e = 5 cm, simply plug it into the SA formula we have already.
SA = 10e² = 10*5² = 10*25 = 250 cm².

Part B
If e = 5cm, simply plug it into the V formula we have already.
V = 2e³ = 2*5³ = 2*125 = 250 cm³.

Now we need to find what percent of 250 is 150?

250p = 150
p = 150/250 = 3/5 = 0.6 = 60%

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Answers

V or rectangular prism=LWH
doesn't matter which, multiplication is commutative

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Jason is five years younger than Jenny. The sum of their ages now is 75. How old is Jason​

Answers

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Answers

Alright ill try to make this simple,

First lets Do the Equation 3/5 x 4/9 = 12/45

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Explainhow to use the break apart strategy to find 247+358

Answers

You can do expanded form. 200+40+7= 247
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Answers

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If the terminal ray of β lies in the fourth quadrant and sin (β) = -√3/3 determine cos(β) in simplest form.

Answers

Answer:

cos(\beta)=(√(6))/(3)}

Step-by-step explanation:

we know that

If the terminal ray of β lies in the fourth quadrant

then

sin (β) is negative and cos (β) is positive

Remember the trigonometric identity

sin^2(\beta)+cos^2(\beta)=1

we have

sin(\beta)=-(√(3))/(3)

substitute

(-(√(3))/(3))^2+cos^2(\beta)=1

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cos^2(\beta)=1-(3)/(9)

cos^2(\beta)=(6)/(9)

apply root square both sides

cos(\beta)=(√(6))/(3)}