Answer:
The number missing on the number line is<em> </em><em>(7)!</em>
There should be <em>(2)</em> dots above the number 4.
There should be <em>(4)</em> dots above the number 6.
A good title for the dot plot is;
(<em>Age you lost your first tooth!!!)</em>
<em></em>
-- <u>I hope this helped!!Could i get brainliest if i'm correct please?--</u>
The first compromise is the Connecticut comprimise helped decide the structure of the u.s.It was proposed by James Madison.
<span>The Great Compromise is the second. Under the compromise, legislature was elected on the basis of population, while the other provided all states to have an equal vote, this protects the rights of many citizens. The u.s would have never exsited without this compromise.</span>
<span>Three Fifths Compromise: </span>
<span>The Three-Fifths Compromise was a compromise between Southern and Northern states reached during the Philadelphia Convention. Where 3/5 of the population of slaves where counted for representation. regarding apportionment of representitive members and distribution of taxes. proposed by James Wilson and Roger Sherman. </span>
<span>This compromise was most helpful to southern states </span>
<span>I hope this help.(: </span>
The answer is 20 stamps.
You can solve this by forming an equation with.
We know that she has a total of 50 at the end. So we will put the 50 stamps at the end of the equation and derive for the unknown.
She first gave 10 to her friend. This means we subtract first 10 from the unknown. Let x represent the unknown.
x-10
Afterwards Jane's mom bought her twice as many as she had at the beginning. So we know that we add twice as much as the unknown.
x-10+2x = 50
Now we solve. Let's arrange our terms by combining like terms:
3x - 10 = 50
Now we transpose the 10 to the other side of the equation:
3x = 50 + 10
3x = 60
And finally we transpose the 3 by the x to isolate x:
x = 60/3
= 20
She had 20 stamps in the beginning.
That would be the first choice:
5^0 = 1 , 5^1 = 5, 5^2 = 25 and so on up to 5^4 = 625
Answer:
maybe c sorry if wrong
Step-by-step explanation: