What is 4L 710mL - 2L 690 mL

Answers

Answer 1
Answer:

Answer:

2L and 20mL, or 2020mL

Step-by-step explanation:

We can solve this problem in two ways:

  • Making operations with liters and milliliters separately
  • Converting all measurements to the same unit and subtracting

With the fist way:

4L-2L=2L

and

710mL - 690mL= 20mL

anwer is 2L and 20mL wich is the same as 2020mL

With the second way:

Fist conveting everything to mL 4L =4000mL

thus:

4L+710mL =4000mL+710mL=4710mL

and 2L=2000mL

thus:

2L+690mL=2000mL+690mL =2690mL

and then subtracting the two values:

4710mL - 2690mL= 2020mL

Answer 2
Answer:


4L - 2L = 2L

710mL - 690mL = 20mL

your final answer is... 2L  20mL


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In pattern number 9,12,15,18,21 what come next

Answers

after 21 comes 24 and just keep adding three
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Is there 2 square numbers that add up to 65

Answers

1^(2) + 8^(2) =1+64=65
Im thinking there are two ways....
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A bull’s-eye with a 4-inch diameter covers 20 percent of a circular target. What is the area, in square inches, of the target?

Answers

Area of a circle is found using the formula: Area = π * r^2

Using 3.14 for π

Area of the bull'e eye = π * 2^2 = 4π = 4 * 3.14 = 12.56 square inches.

This is 20% of the entire target.

To find the area of the entire target, divide the area of the bull's eye by the percentage:

Area = 12.56 / 0.20 = 62.8 square inches.

Round the answer as needed.

Answer:

Area of target = 62.8 inch²

Step-by-step explanation:

A bull’s-eye with a 4-inch diameter covers 20 percent of a circular target.

Diameter of bull's eye = 4 inch

\texttt{Area of bull's eye = }(\pi* 4^2)/(4)=12.56inch^2

Given that  bull’s-eye covers 20% of circular target.

\texttt{Area of bull's eye = }(20)/(100)* \texttt{Area of target}\n\n\texttt{Area of target}* 0.2=12.56\n\n\texttt{Area of target}=(12.56)/(0.2)=62.8inch^2

Area of target = 62.8 inch²

What is the number sequence for 32,26,20

Answers

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If a circles diameter is 13. What is it’s Circumference?

Answers

Answer:

40.8407

Step-by-step explanation:

Can a quadratic function ever be an odd function? Explain why.

Answers

no, odd functions are odd degrees
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