Nine years from now, Judy will be three times as old as she was 11 years ago. How old is she now?-Let x = age she is now
x + 9=3(x - 11)
age she is nowis3 timesage she was 11 yrs ago
Solve:
x + 9
If a wheel rotates at a rate of 4 revolutions per second, find the number of radians the wheel rotates every minute...please explain how youve achieved your answer...thanks :)-4 r/s = 4*60 r/ minute =
which expression is equal to (3^(3/4)y^(-1/4))^4.Here, y>0
a) 27y
b) 9/y
c)27/y
d) 81y^4
e) y/27
will vote for best answer!!-c)27/y-c.
(3^(3/4)*y^(-1/4))^4 = 3^(12/4)*y(- 1) = 27/y, (e)-Right result
simplify this expression using only positive exponents. (here, x>0 and y>0)
((9y^-2)/(x^2))^(-1/2)
the 9y^-2 is above the x^2 and the -1/2 is the exponent outside of the parenthesis of the expression.
4/3-4x=10/3
Show your work.-If you mean four-thirds minus four-x equals ten-thirds, then this is how you do it.
4/3-4x=10/3
-4x=10/3-4/3
-4x=6/3
-4x=2
x=2/-4
x=-1/2--6/3=4x
-2=4x
x=-1/2
Answer!!!-4/
subtract 2 from both sides : 2x=1
divide both sides by 2 :x=1/2
so x is a halfsub that back in to check!-x is used to represent a number not yet known. The equation you asked means you have to find
x^3 - 2x^2 - 5x +6 = 0
Please show me in detail.
Best answer will be selected today.
A website to complement your explanation would be good to.-You can use the remainder theorem to factor out the ab
rewrite this expression as a single logarithm
log[3]5x-4 log[3]y-log[3]5x-4 log[3]y
you can move the 4 up due to a log property.
log[3]5x- log[3]y^4
The difference of 2 logs with the same base is t
So i need soem help on my maths homework because i just cant seem to understand any of it! :(
If Y is proportional to X
Y is 81, and x = 9
x915___
y81___ 162
Thats meant to be a table, could you plea
which expression is the same as log[5][5(x-4)]
a) log[8]5x-log[8]20
b) 5 log[8](x-4)
c) log[8]x
d) log[8] 5+log[8](x-4)
will vote for best answer!!-log mn = log m + logn
So we have log5+ log(x-4) -Im
(a)∫ln^3 x / x dx
(b)∫sin^5 xcos xdx
(c)∫e^tan x / cos^2xdx
(d)∫e^x sin(e^x)dx
Please show your work, thanks!-a)
u = ln(x)
du = dx / x
int(u^3 * du) =>
(1/4) * u^4 + C =>
(1/4) * ln(x)^4 + C
convert these from exponential form to logarithmic form please
3^5=243
5^3=125
thanks!!-log3^243=5
log5^125=3-y = log (base b)x is equivalent to x = b^y
So...its easy for you to now just switch form
Two planes start from the same airport at the same time and travel in opposite directions. If the first plane travels at an average speed of 240 mph and the second plane travels at an average speed of
use Log of a Quotient Property to rewrite this expression please!!
log[base5](1/8)
thanks!-log(5)[1/8]=
log(5)1-log(5)8=
0-log(5)8=
-log(5)8-log5 (1/8)
put this equation=x
then apply log property the
A local high school offers a total of 8 language classes, some Spanish and some French classes. If the number of Spanish classes offered is 2 more than twice the number of French classes, how many Spa
