3.(1 pt)
Between what two consecutive integers does lie?

A.
16 and 17

B.
17 and 18

C.
18 and 19

D.
19 and 20

Answers

Answer 1
Answer:
379 is not between the integers in any of the choices.

But don't be discouraged or angry !

The SQUARE ROOT of 379 is between 19 and 20.


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I need help is it A B C or D

Answers

I believe the answer is B.
To be parallel the lines must have the same gradient (which in this question is 2). The answer must either be B or D.

To find the correct one you can substitute in the value of X and see which gives the value of Y we are looking for.

Equation B:
y=2x+5
=2×3+5
=6+5
=11

Equation D:
y=2x-19
=2×3-19
=6-19
=-13

We are looking for a value of 11 so B is correct.

Yes i agree B. y=2x+5, is the correct answer

How many inch cubes can fit into an empty box with a volume of 2 cubic feet?

Answers

Even though it's 2 cubic feet, it doesn't matter. It still can be transformed into inches. 

1 foot = 12 inches

Multiply the 2 feet by 12 which should be:
12×2=24

So 24 cubic inches can be fit into a empty box with a volume of 2 cubic feet.
Hope this helps!
1 feet= 12 inches
2 feet= 12 times 2 = 24 inches

24 inch cube can fit into an empty box with the volume of 2 cubic feet

A computer has increase by 8% to $351. work out the original price

Answers

divide 351 by 8 and it will give u your answer

What's the answer to this?

Answers

okay. first multiply 16*6*8. that's the volume of the prism that's standing. then do 16*16*4. that's the one on the left. now do 14*14*14. that's the one on the right. add all of them up and you should get 4,536 cm^3

Ashton picked 6lbs of pecans and wants to share them equally with 5 of his neighbors. How many pounds will each neighbor get?

Answers

1 pound because 5 goes into 6 1 time with 1 pound of pecans for himselve
Actually 1.2 pounds each

Which one of the following piecewise graphs is not a function?

Answers

The first graph is not a function because it has two values at x = 3
Definition of a function is that it is a relation that assigns exactly one value for each value in it's domain.