arithmetics
posted by for ms sue .
mrs sue you answered my questions yesterday.
How do you figure 8 percent of 75?
on number 2 can you tell me how 1/3 of an hour is 20 minutes?
number 3 how do you times 1 1/2 times $8.60
i get the 4th one thank you
on the last one. Im not sure how to do the math.
Another way to write 8% is .08. The word "of" means to multiply. So if you multiply 75 x .08, what is the answer?
An hour is 60 minutes. If you put 20/60 and simplify, what do you end up with?
Another way to write 1 1/2 is 1.5. So all you need to do is multiply 1.5 x 8.60. What do you get?
Here is your last problem, I think, right?
Mrs. Jones wishes to buy 72 ounces of canned beans for the least possible cost. Which of the following should she buy?
six 12ounce cans at 39cents per can
seven 10ounce cans at 34 cents per can
three 24ounce cans at 79 cents per can
two 25ounce cans at 62 cents per can
You'll need to multiply them all out and then decide. I'll do the first one for you; then you do the other three. After that, you should be able to decide which one is the best answer.
six 12ounce cans at 39 cents per can:
This will give you 72 ounces of beans (6 x 12 = 72) for $2.34 (6 x .39).
Now figure the other three and decide which one will answer the question correctly.
Let us know what you come up with.
=)
Here's the last problem.
Mrs. Jones wishes to buy 72 ounces of canned beans for the least possible cost. Which of the following should she buy?
a. six 12ounce cans at 39cents per can
b. seven 10ounce cans at 34 cents per can
c. three 24ounce cans at 79 cents per can
d. two 25ounce cans at 62 cents per can
To solve these problems, you need to multiply the number of cans by the price for each can. We also need to look at the total number of ounces to be sure it's 72 ounces.
a. 6 cans x $.39 = $2.34 (6 x 12 = 72)
b. 7 cans at 10 ounces each = 70 ounces. That's not enough.
c. 3 cans x $.79 = $2.37
d. two 25ounce cans is only 50 ounces.
Which is the best buy? 6 cans for $2.34 or 3 cans for $2.37?
that helps alot but how do you get the 20 in 20/60? also how do you turn a fraction like 1 1/2 or 2 3/4 into a decimal?
ok 7*10=70 7*34=2.38 so that's not as good as the first one.
3*24=72 3*79=2.37 that's almost as good as the second one.
2*25=50 2*62=1.24thats the least best choice right? so The first one would be the best choice?
Your question had the number 20 in it, right? "on number 2 can you tell me how 1/3 of an hour is 20 minutes?"
20 minutes out of 60 minutes (1 hour) = 20/60
=)
The first one is correct, yes.
=)
im sorry i have to go thank you so much for all your help everyone. You guys are a blessing that do this and help students. I can't thank you enough. Ill be back soon
oh ok duu thank you so very much!
You're very welcome. I look forward to helping you again.
Your question: "also how do you turn a fraction like 1 1/2 or 2 3/4 into a decimal?"
There are certain fractions that you can just know or memorize  the easiest ones:
1/4 = .25
1/2 = .5
3/4 = .75
(For these first three, think of money. A quarter = $.25; a half dollar = $.50; three quarters = $.75)
1/3 = .3333333333333333...
2/3 = .66666666666666667
and all the tenths: 1/10 = .1; 2/10 = .2; etc.
All other fractions can be turned into decimals by dividing the bottom number into the top number.
http://www.themathpage.com/ARITH/arithmetic.htm
Scroll down and see Lesson 23.
=)
Respond to this Question
Similar Questions

Math
In a mixed number or fraction problem, you have dividing and multiplying. Now if you were given a list of multiplying and dividing mixed number and fraction word problems, how can you tell the difference between multipling and divinding … 
Maths
Carlos is training for the Olympics. His first training session lasted for one hour and he increases each training session by ten minutes every time. After fiteen sessions, how many minutes will be spend training? 
Math mrs sue
Can you check these? 18% of 90 is what number? 
math
The number of minutes in an hour is the same as a number times three, minus 3. 
MS. SUE  MATH HELP PLEASE
The sum of five times a number and twice a second number is 18, but the difference of three times the first number and seven times the second number is 22. Find the two numbers using the elimination method. 
math
On a test, the number of questions Pam answered correctly was 1 1/2 times the number of questions she answered incorrectly. If Pam answered 30 questions incorrectly, how many questions were on the test? 
To  Ms. Sue
Hello Ms. Sue, I hope you’re doing well. I wanted to tell you that I spoke to Harley’s principal yesterday. He said he will do something, and will tell me soon. Still haven’t heard from him, yet. I’m a lawyer, so, I’m a very … 
probabilities
A multiple choice test has 16 questions. Each question has 4 possible answers with only one is correct. Assume that all questions are answered and the probability to answer any question correctly is 0.25. Let X be the number of questions … 
Math
Is (2,12) a solution to the given system? 
Math
Megan answered 18 questions correctly on a test. That is 75 percent of the total number of questions. How many questions were on the test?