Question

PLEASE HELP!! MATHH
SUPER DESPERATE EVEN 1 ANSWER IS FINE

Answer 1

Question 1: C. 4 × 3 × 2 ×
`(1)/(8)` ×
`(1)/(8)` ×
`(1)/(8)`

Question 2: The volume is
`(1)/(12)` or 0.083333333

Question 3: The volume fo the solid figure is 234

Explanation:

1. Volume of a rectangular prism = (length × width × height) cubic units

Length = 4 ×
`(1)/(8)`

Width = 3 ×
`(1)/(8)`

Height = 2 ×
`(1)/(8)`

Volume = 4 ×
`(1)/(8)` × 3 ×
`(1)/(8)` × 2 ×
`(1)/(8)`

Volume = 4 × 3 × 2 ×
`(1)/(8)` ×
`(1)/(8)` ×
`(1)/(8)`

So the correct option is:

C. 4 × 3 × 2 ×
`(1)/(8)` ×
`(1)/(8)` ×
`(1)/(8)`

2.

We have to fold the shape into a rectangular prism, look at the picture

Volume of a right rectangular prism = (length × width × height)

Length =
`(1)/(3)`

Width =
`(1)/(3)`

Height =
`(3)/(4)`

Volume =
`(1)/(3)` ×
`(1)/(3)` ×
`(3)/(4)`

Multiply
`(1)/(3)` times
`(1)/(3)` by multiplying numerator times numerator and denominator times denominator.

`( 1 * 1 )/( 3 * 3 ) * \left( ( 3 )/( 4 ) \right)`

Do the multiplications in the fraction
`( 1 * 1 )/( 3 * 3 )`

`( 1 )/( 9 ) * \left( ( 3 )/( 4 ) \right)`

Multiply
`(1)/(9)` times
`(3)/(4)` by multiplying numerator times numerator and denominator times denominator.

`( 1 * 3 )/( 9 * 4 )`

Do the multiplications in the fraction
`( 1 * 3 )/( 9 * 4 )`

`(3)/(36)`

Reduce the fraction
`(3)/(36)` to the lowest terms by extracting and canceling out 3

Fraction form:
`(1)/(12)`

or

Decimal form: 0.083333333

So the volume of the right rectangular prism is
`(1)/(12)`

3. Look at the picture with the solid figure labeled

We can think of this shape as two different prisms ( A and B)

Volume of A = 4.5 × 6 × 6.5 = 175.5

Volume of B = 3 × 3 × 6.5 = 58.5

Total volume of the whole figure = 175.5 + 58.5

175.5 + 58.5 = 234

So the volume of the solid figure is 234

Answer 2

4 x 3 x 2

Explanation:

Hope that helps, I'm like 95% sure that's the answer.