13,000 Ml equal how any Liters. 4,000mL equal how Liters. 8 liters equal how many mL

Answers

Answer 1
Answer: 13,000 Ml equal how any Liters=13 MI 4,000 mL equal how Liters=4 ml
8 liters equal how many mL= 8,000







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mike scored a 125 at a semi final diving competition season. He scored a 95 at this final season. what is the percent decrease?

Answers

Answer:

24%

Step-by-step explanation:

Formula:

   x                 new price - old price

---------    =     ---------------------------------

100%                      old price

Why would "-7" in the expression (x^2+3)-(x-7) become positive?(This is a genuine question not a test one) ​

Answers

You would use the distributive property with the negative. So the second x becomes negative, but since the 7 is already negative it becomes positive. Think of it as if you put the two dashes together you can make a plus sign.

Answer:

x is the variable that's representing a number so -7 would not become posting

Please help me with with this science question

How does potassium dihydrogen phosphate affect soil, water, and air?

Margaret is treating her best friend to a birthday dinner. Before ordering, Margaret wants to have an idea of the final bill. The order includes one appetizer for $6.50, two main courses for $15.75 each, two drinks for $2.25 each, and two desserts for $7.25 each. Round each amount up to the nearest whole dollar to find an overestimate of the total cost.

Answers

Answer:

$31

Step-by-step explanation:

$6.50 = $6

$15.75 = $16

$2.25 = $2

$7.25 = $7

$6 + $16 + $2 + $7 = $31

How to show work 1200 divided by three

Answers

1200 ÷ 3 = 400 ⇒  400 × 3= 1200 so the answer is right  :))
i hope this be helpful 
have a nice day 
1,200÷3=400_3×400=1,200.

4[(10-4)^2/4] answerrrrrrrr????

Answers

Answer:

36

Step-by-step explanation:

we have:

4*[(10-4)^2/4]

4*[(6)^2/4]

we know: 6^2=36

so we have:

4*(36/4)

4*9=36

Finally the answer is: 36

If P(A) = 0.996, what is the value of P(A)?

Answers

Answer:

p(a) = 0

Step-by-step explanation:

p(a) = 0.966

Find the derivative of the fraction

p(a) =  (d)/(da) ( 0.966)

Convert the decimal number to a fraction

p(a) =  (d)/(da) ( (249)/(250) )

The derivative of a constant is always 0

p(a) = 0