Express scientific notation for 0.00032

Answers

Answer 1
Answer: 0.00032 < 1\n\n0.\underbrace{0003}_(4\to)2=3.2\cdot10^(-4)
Answer 2
Answer: 3.2•10^-4.

^=exponent

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How do we do this problem 3(b3-5)

Answers

Well using the distributive property you get 3b3 - 15
3(b3-5)
=3b3-15

hope this helps

Solve in picture. :)

Answers

Divide each by 6 to get 3/4. Hope it helps
(18)/(24)
We have to determine the common multiple over here.
The greatest common factor is 6
(18/6)/(24/6)(3)/(4)
Answer = (3)/(4)

Factors for x squared plus 9x plus 18

Answers

It is 3-6
So (x+6)(x+3) because 6*3=18 and 6+3=9

Answer:(X+3)(X+6)

Step-by-step explanation:

How to solve this???

Answers

3-4x<11\n\-4x<8\nx>-2
3-4x<11
-4x<11
-3-4x<8 /: (-4)
x>-2

antoine went on vacation to las vegas. his room cost 115.62 each night. his flight there cost $45.70 and his flight. was32.49. he averaged $15.00 per day on food. on the first dat antoine won$75.00 and on the last day he lost $25. if he stayed for 3 nights and 4 days, how much did the entire trip ( including airfare, food , hotel and wining ) cost him ?

Answers

Hotel

He stayed 3 nights, so $115.62 × 3 = $346.86

Airfare

$45.70 + $32.49 = $78.19

Food

He averaged $15 a day, and he stayed 4 days.

$15 × 4 = $60

Winnings

He won $75 but lost $25

$75 - $25 = $50 won.

Adding up all the expenses and winnings, we find that he paid $435.05 for his trip.


How many 0.4 liter glasses of water are contained in a 5.2 - liter pitcher? How do you find it out step by step?

Answers

Let's start out with what we do know:
We have a 5.2L pitcher and 0.4L glasses and we want to know how many glasses we can fill with the 5.2L pitcher of water.

To answer that, we need to divide 5.2L by 0.4L in order to get the number of glasses (the number of 0.4L glasses that can go into a 5.2L pitcher)

So our equation will look like this:

n = (5.2L)/(0.4L) where n = number of glasses
so by doing that division we get:

n = 13
Notice that the L's cancel out leaving us with a plain number.

So a 5.2L pitcher of water can fill up 13 glasses!