Would ounces be the most appropriate customary unit to mesure the weight of a paper clip

Answers

Answer 1

Answer: im pretty sure ounces is for the amount of liquid and that a paper clip would be measured in grams

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Answer please. Will give brainliest! As soon as possible.
Solve by elimination-3x+2y=10-2x-y=-5

How much is 1,000 milligrams in ounces?

Answers

0.035274 ounces (oz) is the coversion of 1000 miligrams to ounces

What is 5700% written as a fraction in simplest form

Answers

The fraction is. 5700/100. In simplest form, it's 57 .

5700% written in a fraction is 57 or 57/1

Estimate the sum.

10 1/9+ 5 14/15

Answers

Answer: options are

15 1/2

16 1/2

Step-by-step explanation:

10 1/9 + 5 14/15

91/9 + 89/15

722/45

I hope that's help:)

Please if you have question ask

Can I do 50 quizzes in 2 weeks? Each takes about 5 minutes

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So.
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Let's get started with formulas.
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I KNOW you hate formulas!! So do I, but we have to use them. No "buts".
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So, how many minutes are in 2 weeks?
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Search it up. For your convenience, it is 20,160 minutes.
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Well, I think you have your answer, since each quiz is 5 minutes, 5 times 50 (5 x 50) is 2,500 minutes.
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Yes, you can do 50 quizzes and MUCH MUCH more in 2 weeks.
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Hope I helped!!

Hey, KLprsbobsimas!
Yes, you can do 50 quizzes in 2 weeks. You have 25 quizzes per week, and each takes 5 minutes.
25*5=125 minutes each week.
I hope this helps;)

Scores on a test are normally distributed with a mean of 68.2 and a standard deviation of 10.4. Estimate the probability that among 75 randomly selscted students, at least 20 of them score greater that 78.

Answers

First, find the probability of scoring higher than 78. Scores are normally distributed, so you have

$\mathbb P(X>78)=\mathbb P\left((X-68.2)/(10.4)>(78-68.2)/(10.4)\right)\approx\mathbb P(Z>0.9423)\approx0.173$

Now, the event that any given student scores higher than 78 follows a binomial distribution. Here you have 75 total students (so $n=75$ ) with success probability $p=0.173$ .

So the probability of getting 20 students that fit the criterion is

$\mathbb P(Y=20)=\dbinom{75}{20}p^(20)(1-p)^(75-20)\approx0.0134$

3 2/3 = 2 + N/3 solve for N

Answers

If the question is 3*2/3=2+N/3
N=0

If the question is 2/3=2+N/3
N=-4

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