Wayne filled 5 glasses with two thirds liter of soda in each glass. How much soda did Wayne use?

Answers

Answer 1

Answer: if you have 5 glasses and you need 2/3 in each one the answer would be 3 1/3 causeyou do 2 times 5 = 10 so 10/3 and 10 goes into 3 3 times so 9 but there is one more so that is 1/3 and the answer is 3 1/3

Related Questions

What is 2 7/8 plus 2 3/8 ?
You buy 2 T-shirts in a sale. You pay the full price of $12 $12 for the first T-shirt, and you get the second T-shirt for half this price. What fraction of the full price do you pay for 2 shirts?
4) If Trina multiplied her purchase price by $1.07 to gether total bill. what percent sales tax was she paying?
1) 0.053 as a percentage and round to the nearest tenth of a percent2) 0.932 as a percentage and round to the nearest tenth of a percent
All of the following are equivalent except _____.d = rt dt = r d /t = r d/r = t

How many centimeters are in 4.5 meters

Answers

There are 450 centimeters in 4.5 meters, next time try moving the decimal point over 2 places and adding a zero.

$1 cm= 0.01m \n\n 4.5m \to \boxed{450 cm}$

Solve for the missing variable :> thank you

Answers

1. 3x+16 = 5x-54

-3x -3x

16=2x-54

+54 +54

70 = 2x

35=x

2. 4x-10 = 58

+10 +10

4x = 68

x=17

3. 2x+43 = 2x-3

x=0

no solution

4. x+16 = 4x-5

-x -x

16=3x-5

+5 +5

21=3x

x=7

5. 11y-36 = 63

+36 +36

11y=99

y=9

Find the lengt of side c ofa triangle. If sides ais 1 and side bis 20?

Answers

The pyhtagorean states that to find c, use the eqaution, $c^2=a^2+b^2$ .
Substitute 1 for a and 20 for b;
c^2=1+400
c^2=401
c= $\sqrt{401$
which is about 20.02
Hope this helps.

If the lengths of two of the sides of a triangle are 1 and 20,
then the third side can be any length between 19 and 21.

It's not possible to calculate it exactly until we know
more information about the triangle.

For example, if the triangle is a right triangle,
then the length of the third side is

either √401 = roughly 20.025

or √399 = roughly 19.975 .

$1000 is taken out of a bank vault each day and nothing is added back. Which of the following models this situation?linear function with a negative rate of change
linear function with a positive rate of change
exponential decay function
exponential growth function

Answers

Answer: linear function with a negative rate of change

Step-by-step explanation:

A linear function is of the form $y=mx+c$ where x is a independent variable and y is a dependent variable . Here the dependent variable increase ( or decrease)c with a constant rate of increase (or decrease).

An exponential functionis a mathematical function of the form $y=Ab^x$ where x is a independent variable, and A is a constant called the initial value of the function. Here the dependent variable increase ( or decrease)c with a constant ratio or percentage.

Given: $1000 is taken out of a bank vault each day and nothing is added back.

So the money in the bank vault decreasing by a constant rate of $1000.

Thus, this shows linear function with a negative rate of change models the situation.

Negative rate of change I think.

Is 7/20 an equivalent pair to the decimal 0.07?

Answers

no because 7/20 = 0.35 as a decimal
0.07 and 0.35 are not the same

No because 7/20 = .035

The line plot shows how many siblings each student has. how many more students have only one sibling than at least 3 siblingsx
x x
x x
x x x x
x x x x x
x x x x x
<----l-------l--------l-------l-------l--->

Answers

So for this you must ignore the student with 2.

then you see how many in order

1-6 siblings
1-5 siblings
2-3 siblings

add up the left coulumn to get 4 people have more than 3 siblings

Other Questions

A person drinks 1 pint of milk a day. At this rate how many gallons will a person drink in a leap year (366 days)?

(someone help please!) Can some please help answer this, please! Tysm if u do

1Which circles have an area of 9?Choose all answers that are correct. A. a circle with a radius of 3 m B. a circle with a diameter of 6 m C. a circle with a radius of 9 m D. a circle with a diameter of 9 m

Slope = 4/3, (-2, 11)