a bottle contains 3.5liter of water. A second bottle contains 3,750 millimeters of water .how many more millimeters are in. the larger bottle than in the smaller bottle

Answers

Answer 1
Answer: well, if you convert 3.5 liters to 3,500 milliliters, all you do from there is do

3,750 - 3,500 = 250 milliliters
Answer 2
Answer: 3.5 L= 3,500 mL

3,750 mL- 3,500 mL= 250 mL

The larger bottle has 250 mL more than the smaller one has

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8s+6t-(-5s)-2t simplify the expression like terms

Answers

8s +6t -(-5s)-2t
 first find the number that has the same variables
=8s - 5s= 3s 

6t-2t=4t
 

the answer is 3s +4t

Which is greater 5 pounds or 81 ounces

Answers

81 ounces is heavier, 5 pounds is 80 ounces.
81  ounces is greater  than 5 pounds 

A theater has 43 seats in the first row. There are 49 seats in the second row, 61 seats in the third row, and 79 seats in the fourth row. If this pattern continues, how many seats are in the seventh row?

Answers

43 to 49 is 6
49 to 61 is 12
61 to 79 is 18
add 6 to each
79=4th row
79+18+6=79+24=103
103+24+6=103+30=133
133+30+6=133+36=169

7th row=169 seats


Kari mixed 3 gallons 2 quarts of lemonlime drink with 2 gallons 3 quarts of pink lemonade to make punch. How much more lemon-lime drink did Kari use than pink lemonade?

Answers

The more lemon-lime drink Kari use than pink lemonade is 3 quarts.

What is a mixed fraction?

A fraction consisting of a quotient and remainder is a mixed fraction. we can convert the mixed fraction to improper fraction by first dividing the numerator by denominator and then taking the quotient as whole number and remainder as the numerator of proper fraction keeping the denominator same.

We are given that;

lemon lime drink= 3 gallons 2 quarts

Pink lemonade= 2 gallons 3 quarts

Now,

Subtract the numerators of the fractions and keep the denominator the same. For example, 14/1 - 11/1 = 3/1.

Simplify the fraction if possible. In this case, you can divide both the numerator and denominator by 1 to get 3.

Convert the fraction back to a mixed number if needed. To do this, divide the numerator by the denominator to get a whole number and a remainder. The whole number is the integer part of the mixed number and the remainder over the denominator is the fractional part. In this case, you don’t need to do anything since 3 is already a whole number.

Therefore, by the given fraction the answer will be 3 quarts.

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Lemon lime drink would have three more quarts than pink lemonade because 1 gallon= 4 quarts. Lemon lime drink has 14 quarts and pink lemonade has 11 quarts. 14-11=3 quarts

What is the surface area of a rectangle with 5mm of length, 4mm of width, and a 7mm of height

Answers

16 all you have to do is add

How can conversion of measurements help me solve real world problems

Answers

In different parts of the world people use different units. Being able to convert will help me understand and fit into their surroundings. Like for instance in Canada people measure speed in kilometers, so their speed limits are written in kmph. While in America the speed is measured in miles so Mph. Knowinf=g the conversions can help you drive safely and not get a ticket.
Hope that was what you were expecting.

Final answer:

Unit conversion and dimensional analysis, based on equivalent ratios, can solve real-world problems. They help in practical scenarios, like converting cooking measurements or understanding distances in different countries. The metric system, based on powers of 10, is particularly convenient for such conversions.

Explanation:

Conversion of measurements, also known as unit conversion and dimensional analysis, can help solve real-world problems in various practical scenarios. For example, a person reading a European cookbook in the United States might require conversion of quantities expressed in liters into cups. Likewise, a Canadian tourist driving through the U.S. might need to convert miles on road signs into kilometers to gauge distances accurately.

It's crucial to understand that a ratio of two equivalent quantities expressed with different measurement units can be used as a unit conversion factor. Suppose, the lengths of 2.54 cm and 1 in are equivalent, so you can derive a conversion factor from this ratio. Various other commonly used conversion factors can make this process easier in daily life, such as converting a basketball player's vertical jump from inches to centimeters or converting cooking measurements.

The metric system is particularly convenient for unit conversion as it is based on powers of 10, so conversions between metric units can be done by simply moving the decimal place. However, dimensional analysis and unit conversion are universally applicable tools that can make life easier, from understanding distances to making recipes to making scientific calculations.

Learn more about Unit Conversion here:

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