Jonas must move 2/3 of a stack of boxes he already moved 7/8 how many more does he need to move

Answers

Answer 1
Answer: 5/24; you get a common denominator then subtract them
Answer 2
Answer: you would get a common denominator to subtract 2/3and7/8

Related Questions

Carla walked 5/6 of a mile last weekend, she walked 1/3 as far this weekend.how many miles did carla walk this weekend?
What number has the same value as 14 tens?
Please help with these two questions
Find the total price including 7percent tax on a $9.79 purchase
What is the correct sums 7 hundredths + 7 tenths ,7 tenths + 70 hundredths ,1 tenth + 17 hundredths ,10 tenths + 4 hundredths ,11 hundredths + 8 tenths ,Options 177\100 91\100 140\100 77\100 27\100 104\100

What is the greatest common factor of 42,84,and 105 and how do you find it

Answers

The GCF Of All Those Numbers Would Be 7.
6(7)= 42
12(7)= 84
15(7)= 105

What is the ratio 35:5 in simplest form?

Answers

35:5 <=> \boxed{7:1}
It would be 7:1 because you divide each side by 5.

The volume of a box is 400in3. if the height is 10in and the length is 8in, what is the width of the box (volume=l•w•h) 5in,
10in,
17in,
or 22in?​

Answers

10•8=80
so something times 80 will equal 400
80•5=400

Divide the difference of 18 and 3 by the sun of 1 and 2​

Answers

Okay.

(18-3)/(1+2) = 15/3 = 5

answer: 5

5 dubbeddffccckc c cig can c bc f f. Cc. F f go f

Several people were polled regarding their favorite type of dessert. They were asked to choose one of the following: ice cream, cake, candy, or cookies. 10% cookies, 30% candy, 25% cake, 35% ice cream. If forty people were questioned, how many of them said they prefer ice cream

Answers

So notice the total number of people is 40, we need to find the number that likes ice cream 

so simply convert the 35% into a decimal (0.35) then multiply it by 40 

40 x .35 = 14 people
well first you would create a percent pororpotion 

What the answer to this

Answers

First, you must know what 5^2 and 5^3 are equal to.

5^2 = 5 * 5 = 25

5^3 = 5 * 5 * 5 = 125

If x^2 is equal to 25, x = 5. If x^2 is greater than 25, x > 5. If x^2 is less than 25, then x < 5.

If x^3 is equal to 125, x = 5. If x^3 is greater than 125, x > 5. If x^3 is less than 125, then x < 5.

x^3 = 15; x < 5

x^2 = 25; x = 5

x^3 = 36; x < 5

x^2 = 49; x < 5

x^2 = 50; x > 5

x^3 = 125; x = 5