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#1
0
First you have to use the Change of Base Formula. Hence, log_x(xyz)=ln(xyz)/ln(x), etc.
Then, your equation becomes,
ln(x)/ln(xyz)+ln(y)/ln(xyz)+ln(z)/ln(xyz)=(ln(x)+ln(y)+ln(z))/ln(xyz)=ln(xyz)/ln(xyz)=1
Since, we have the same denominator we can combine everything in a single fraction then using properties of log we get the final answer.
Guest
Sep 10, 2013
#1
0
1% of 1000 is 1000/100 = 10. So, yes, 8 is less than 1% in this case.
Guest
Sep 10, 2013
#1
0
Microseconds are 10^-6 seconds. Thus what we have here is 7.041*10^-4*10*-6 seconds = 7.041*10^-4 microseconds
Guest
Sep 10, 2013
Sep 9, 2013
#1
+6
0
woops I forgot to post the problem
56/18 divided by 7/6 divided by 4/3
freefalling
Sep 9, 2013
#1
0
1+2 equals 4!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
Guest
Sep 9, 2013
#1
0
the circumference is equal to pie times the diameter
so the diameter must equal 102 feet
half of the diameter is the radius so the radius is 51 feet
Guest
Sep 9, 2013
#1
+259
0
Strongly recommend to read this on how to solve cubic equations:
http://mathforcollege.com/nm/mws/gen/03nle/mws_gen_nle_bck_exactcubic.pdf
scrutinizer
Sep 9, 2013
#1
+259
0
(2 sqrt50 - 3 sqrt8 )^2. First you could simplify the expression: (2 sqrt{25*2} -3 sqrt{4*2} )^2 = (2 *5 *sqrt{2} -3*2* sqrt{2} )^2 = (10sqrt{2} - 6* sqrt{2} )^2 = (4sqrt(2))^2 = 16*2 = 32
scrutinizer
Sep 9, 2013
#1
0
first, 5.280km= 5280m
second, 5280/80=66m <- the length of one rod, in metres
Guest
Sep 9, 2013
#2
+259
0
More detailed version: 2/3h-9=6-2/3h => 2 - 9*(3h) = 6*(3h) - 2 =>15*(3h) = 4 =>3h = 4/15 => h = 4/45
scrutinizer
Sep 9, 2013
#1
+259
0
When something "lies between" it's always two objects (numbers) it lies in between. So, "between sqrt(26) and..."?
scrutinizer
Sep 9, 2013
#1
+259
0
28 = 27 + 1 = 3^3 + 1^3; 72 = 64 + 8 = 4^3 + 2^3, 1125 = 1000 + 125 = 10^3 + 5^3
scrutinizer
Sep 9, 2013
#1
0
M_K2O = 2M_K + M_O = 2*39.0983 g/mol + 1.00794 g/mol = 79.20454 g/mol
Guest
Sep 9, 2013
#1
+259
0
We notice here presence of roots of the power 4. Let's rearrange the expression for more comfortable use: 5^1/4 * 5^-9/4 = sqrt(4){5}*sqrt(4){1/5^9} = sqrt(4){5/5^9} = sqrt(4){5^-8} =
= 5^{-8/4} = 5^-2 = 1/5^2 = 1/25 Or even simplier: 5^1/4 * 5^-9/4 = 5^(1/4 - 9/4) = 5^(-8/4) = 5^-2 = 1/25.
5^(1/4) * 5^(-9/4)
scrutinizer
Sep 9, 2013
#1
+259
0
(1.3*10^3)(5.724*10^4) = 10^7 (1.3 * 5.724) = 7.4412 * 10^7
scrutinizer
Sep 9, 2013
#1
0
How about (3.00 * 108 m/s)/(27.00 * 109 Hz) = 12.0/109 m = 110 mm
Fun fact: 3.00 * 108 m/s is not the speed of light...
Guest
Sep 9, 2013
#1
+259
0
Completely irrelevant presentation of statement of the problem. "In 7/8" what? Does he jog 3 OR 2/5 miles and how to understand "AND"? Specify what you meant to be posted.
scrutinizer
Sep 9, 2013
#1
+259
0
By reducing both fractions to the common denominator, which is 8 and multiplying the numerator by 2 (4*2 = 8) to equalize values of both fractions we get (6 - 5)/8 = 1/8
scrutinizer
Sep 9, 2013
#1
+3146
0
[input]2/3h-9=6-2/3h[/input]
admin
Sep 9, 2013
#1
0
5x+x=19+5
6x=24
x=4
Guest
Sep 9, 2013
#1
0
lim{x->0} (sqrt(x + 4) - 2)/x [*(sqrt(x + 4) + 2)/(sqrt(x + 4) + 2)]
lim{x->0} [(sqrt(x + 4) - 2)*(sqrt(x + 4) + 2)]/[x*(sqrt(x + 4) + 2)] =
lim{x->0} (sqrt(x + 4)^2 - 4)/[2x + sqrt(x^2 * (x + 4))] =
lim{x->0} (x + 4 - 4)/[2x + sqrt(4x^2 * (x/4 + 1))] =
lim{x->0} x/[2x + 2x*sqrt(x/4 + 1)]
lim{x->0} sqrt(x/4 + 1) = 1
lim{x->0} x/[2x + 2x*sqrt(x/4 + 1)] =
lim{x->0} x/(2x + 2x) = 1/4
Guest
Sep 9, 2013
Sep 8, 2013
#1
0
ur ugly and dumb give up on life
Guest
Sep 8, 2013
#2
0
Use the 10x button
Guest
Sep 8, 2013
#1
0
For as much as I can see, the Web2.0 calculator does not handle scientific notation.
The "e" button shows 2.718281... which is a constant very often used in mathematics.
If you are referring to another make or model of pocket calculator, you should refer to its user manual.
Guest
Sep 8, 2013
#1
0
7x + 49x/3 = 21x/3 + 49x/3 = 70x/3
There does not seem to be much else to do..
Guest
Sep 8, 2013
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