a piece of wood is 4 2/6 yards long. if 3/6 yard is needed to make 1 shelf how many shelves can you make from one piece of wood?

Answers

Answer 1

Answer: 8 shelves is the answer because4 times 6 equals 24 plus 2 equals 26and 26 divided by3 equals 8 r.2

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What is 160 to a mixed number

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160/10
16 0/10
or
160/60
2 2/3

The cross products of a proportion are never equal.
True or false?

Answers

Answer:

False

Hope this helps

What is the difference between (-58) and (+35) ?

Answers

To do this question, you are best splitting it into two halves: getting to 0, and then 35
Starting at -58, we want to get to 0
-58 + 58 = 0
Then, we get to 35 from 0
0 + 35 = 35
Now, add the two values together
58 + 35 = 93
The difference is 93

If the equation is -58-35, the answer would be -93. It would be -93 because you would KEEP THE SIGN OF THE BIGGER NUMBER (Whether it's - or +) IF THE SIGN IS THE SAME YOU ADD (If the sign is - and - or + and +) IF THE SIGN IS DIFFERENT YOU SUBTRACT (So that means if you have + and - or - and +).

I hope this helps!

Please help me with this

Answers

Tony found about 30 worms. It's a bit over 25, so I concluded 35. Gemma found more snails. She found about 50 Snails. I know this because the chart it halfway full of snails. Hope this helps!

Daniel grabbed a handful of heart shaped candies. 2/5 of the candy he grabbed were white. If there were 4 candies in his hand how many candies did he grab in all?

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Now i got the answer you do:
2/5 x4=8/5
8/5 + 2/5=10/5
which is 10 candies

Gary bought a gift for his friend and is having it gift wrapped at the store. The wrapping paper comes in four patterns: floral, spiral, cartoon character, and plain. For ribbon, he can choose between red, blue, or green. If Gary randomly selects a paper pattern and a ribbon color, what is the probability that he chooses spiral-patterned paper and a green ribbon?

Answers

Answer: $\text{P(spiral-patterned paper and a green)}=(1)/(12)$

Step-by-step explanation:

Given: The number of patterns in wrapping paper = 4

The number of colors available for ribbon = 3

Then, the total number of types of ribbons are in store = $4*3=12$

Also, the number of type of ribbon has spiral-patterned paper and a green in color =1

So, if Gary randomly selects a paper pattern and a ribbon color, then the probability that he chooses spiral-patterned paper and a green ribbon is

$\text{P(spiral-patterned paper and a green)}=(1)/(12)$

Answer:

Given: The number of patterns in wrapping paper = 4

The number of colors available for ribbon = 3

Then, the total number of types of ribbons are in store =

Also, the number of type of ribbon has spiral-patterned paper and a green in color =1

So, if Gary randomly selects a paper pattern and a ribbon color, then the probability that he chooses spiral-patterned paper and a green ribbon is

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