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Mathematics: Post your doubts here!

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use the formula a+(n-1)d ((( but only with artjematic seq. { adding or subtracting } )))
a= first term
d= common difference
s0 it will be --> 2n-1 then put the root
then for b) (2 x 29)-1 = 57 = root 57
hope i helped :)...check it if it is ok :)

Thanks alot !! :love:
 
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if some1 reply so plz do tell me kindly thank you

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use the formula a+(n-1)d ((( but only with artjematic seq. { adding or subtracting } )))
a= first term
d= common difference
s0 it will be --> 2n-1 then put the root
then for b) (2 x 29)-1 = 57 = root 57
hope i helped :)...check it if it is ok

Asnwer given by always-smile =)
 
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Put your ruler on the Y axis and get the value 0.5 from the graph then move your ruler vertically on X axis between the two curves till touch the two curves by the value 0.5 in two points, "this represent the difference between the two curves" , then get the value from X axis around 66
(it is same as part ( a) however the two points at same point the entersict because the value was zero)
but 23-27 can also work :S ?
 
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Can we use the formula of Compound interest in our exam? Im saying this because i heard that it's not the right thing to do. The formula im talking about is p=(1+r/100)^n . Please do tell me if anyone of u is really sure about it. Thanks in advance
 
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Can we use the formula of Compound interest in our exam? Im saying this because i heard that it's not the right thing to do. The formula im talking about is p=(1+r/100)^n . Please do tell me if anyone of u is really sure about it. Thanks in advance
yes u do use that formula in exam
 

Maz

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could someone answer this question for me?:.........
http://www.xtremepapers.com/papers/CIE/Cambridge IGCSE/Mathematics (0580)/0580_w06_qp_2.pdf
Q no. 21b.
Please asap!!! :S
You have 2 line equations. So, you use them and solve as simultaneous equations.
2x + 3y = 17
4x - y = 6

4x + 6y = 34
-4x + y = -6 (change the signs)
(eliminate 4x and -4x and add the remaining)

7y = 28
y=28/7
y= 4
(use it in either of the equations)
4x-(4)=6
x=(6+4)/4
x=2.5

Thus the coordinates are (2.5, 4)
 
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