Round 11,000 to the nearest 10,000
Answers
Wow the answer is 10,000 lol
Related Questions
Write an expression that can be used to solve the problem. Ricardo read 160 pages of a book over a period of 8 days. He followed a schedule in which he read the same number of pages each day. How many pages did Ricardo read each day?A. 8/160B. 160/8**DESCRIBE YOUR ANSWER**Thank You!C. 160+8D. 160*8
Please help me with b & c!
PLSSSSS help mehh..nicole walked 95 meters. ming walked 56 meters. how much further did nicole walk than ming
A quality-control center finds that 2 out of 250 toy trains are defective. How many trains would they expect to be defective in a batch of 10,000?A. 250 B. 125 C. 80 D. 40
Answers
Answer
There is no equation :P
=/
Step-by-step explanation:
Answer:
Step-by-step explanation:
You did not insert any equations.
Answer: 3/8 of 1/4 - 1/5
= 3/8 of 11/20 = 33/160
Answers
( 1 / 4 )*x = x / 4 for a pair of shoes;
( 1 / 5 )*x = x / 5 for a shoulder bag;
x - x / 4 -x / 5 = 20x / 20x - 5x / 20x - 4x / 20x = 11x / 20 the remainder;
11x / 20 - ( 3 / 8 )*x = 11x / 20 - 3x / 8 = 22x / 40 - 15x / 40 = 7x / 40 for her dress;
She pay 7 / 40 of her money for the dress.
WILL AWARD BRAINLIEST !!!!!!!!
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Answer:
c
Step-by-step explanation:
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Answer:
m=7
Step-by-step explanation:
m=5-(-2)/-3-(-4)
m=7/1
m=7
Answer:
The slope of the two points would be 7
Step-by-step explanation:
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Answer:
So she need more to put in.
Step-by-step explanation:
Given:
Recipe for cookies calls for 3 1/4 cups of sugar.
Amy has already put three and one nine cups.
Now, to find the number of cups she need to put in.
Number of cups of sugar for recipe calls =
Amy has already put =
So, to get the number of cups she need to put in we subtract number of cups of sugar for recipe calls from number of cups of sugar for recipe calls:
Subtracting by taking the same denominator:
Therefore, so she need more to put in.
B. 800 signs
C. 1,000 signs
D. 1,500 signs
Answers
Blaine could make approximately 650 signs in forty hours.
Calculate the working hours
Blaine needs 14 hours to set up his work station. So, out of the total 40 hours, he will have
=> 40 - 14 = 26 hours to actually work on making signs.
Calculate the minimum number of signs he can make
If Blaine makes 16 signs per hour, then in 26 hours, he will make a minimum of
=> 16 * 26 = 416 signs.
Calculate the maximum number of signs he can make
If Blaine makes 23 signs per hour, then in 26 hours, he will make a maximum of
23 * 26 = 598 signs.
Calculate the average number of signs he can make
To get a more reasonable estimate, we take the average of the minimum and maximum number of signs:
Average = (Minimum + Maximum) / 2
= (416 + 598) / 2 = 650 signs.
Hence the correct option is (a).
To know more about average here
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