Answer:
1.5 million trees measured to evaluate volume, condi- tion, and vigor. Additional information about FIA may be found at http://fia.fs.fed.us. 2. 30% ... or 33 percent of the total land area of the United States— ... ble, there have been changes as forests respond to human ... Timber land is fairly evenly distributed among the three.
The two orange squares means one whole. Two orange squares means two.
The empty one means it 0
and the last one is divided by 10 lines. Since it's a square, it means it would be 10 down and 10 across.
Since two of the lines are orange it means 2/10.
And since we know that the square it 10x10. One square would be 1/100 because 10x10 = 100
Im not sure about the black squares, but I bet it's either decimal or not a full square.
If not a full square then that means that the box has 7 and .4 lines. Because on the last bit, there are 4 squares left.
If a decimal, then,
it would be 26 of black squares, which would lead you to: 202.1. I think :3
Answer:
Here are the word problems! Revise them as you like
Step-by-step explanation:
1. Samantha had 8 doughnuts and her sneaky little brother tommy stole 3 of them! Samantha wants to get back at Tommy for stealing her doughnuts so she devises a plan to prank him. She will prank him the total number of how many doughnuts are left. How many doughnuts are left?
2. Charlie and her little sister Chrissy are going to an amusement park the following day however Chrissy catches a cold and cannot go, causing the trip to come to a full close. Charlie wants to cheer up Chrissy while she rests in bed so she decides to put on a funny little show featuring everything Chrissy finds to be hilarious. Bathroom jokes, yt videos of people in pain, and just plain video game logic. (Like why are the vents so big in fnaf what happened to the small ones??) Charlie needs a few items to use for the show, (phone, box of jokes and pranks) however she needs 20$ to buy a box of jokes and pranks and she only has 15$. How much more money will she need?
Hope this helps (tried to keep it as appropriate as possible)
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