good, how are you?
I will show you how to do the first one and you do the rest of them:
13/7 =1.857142...... - 1 =0.857142 x 100 =85.7142% increase.
24/7 =
33/7 =
40/7 =
61/7 =
Counting 26 years from today, the number of days to Dec. 6, 2042 is=9,496 days including leap days.
use the internet
73% → 73/100
.
Use the following facts:
sin(a + b) = sin(a)cos(b) + sin(b)cos(a)
sin(a - b) = sin(a)cos(b) - sin(b)cos(a)
and set a = 0.5x, b = 0.1x
to show that sin(0.6x) - sin(0.4x) → 2sin(0.1x)cos(0.5x)
Pi is defined as the ratio of the circumference of a circle to its diameter.
Alternative hint: First multiply through by e-x then make the substituion z = ye-x
9/2+15/4+6/5?
\(\large\frac{9}{2}+\frac{15}{4}+\frac{6}{5}\) least common multiple \(2^2\times 5=20\)
\(\large\frac{9\times 2\times 5+15\times 5+6\times 2^2}{20}=\frac{189}{20} =9\frac{9}{20} \)
!
y = 7x - 1 For the equation above, create 1. table of values 2. co-ordinates 3. plot the line pls an Which?
x -2 -1,5 -1 -0,5 0 0,5 1 1,5 2 2,5 f(x) -15 -11.5 -8 -4.5 -1 2.5 6 9.5 13 16.5
Does this come with a diagram. The description is not clear ://
14!/(2!12!) → 14*13/2 → 7*13 → 91
If I've interpreted the question correctly, then, using L for length and W for width and height, we have:
The picture is username and password protected.
Enter it as follows:
and get the following result:
when you've been cramming for 8 hours...
5/9 * 18 = 10
4/9 * 18 = 8
\(\sqrt{144} = 12\)
what is a scale factor for radius from a 5cm radius to 15cm radius circles
Scale factor for the radius is 3
Scale factor for the area is 3^2=9
Good try guest answerer but
ln(x) + ln(4x) = 2
\(ln(x) + ln(4x) = 2\\ e^{ln(x) + ln(4x) }=e^ 2\\ e^{ln(x) } \textcolor{red}{\times }e^{ ln(4x) }=e^ 2\\ x \textcolor{red}{\times }4x=e^ 2\\ 4x^2=e^ 2\\ etc\)
7x - 1 = 2x + 5
subtract 2x from both sides
then
add 1 to both sides
then you decide what to do. :)
log4x+log5(x-6)=2
\(x\approx 8.179\)
Here is a graphical solution
https://www.desmos.com/calculator/d0o5ls92qr
x^2=27
\(x^2=27\\ x=\pm\sqrt{27}\\ x=\pm\sqrt{9*3}\\ x=\pm\sqrt{9}\sqrt{3}\\ x=\pm3\sqrt{3}\\\)