Answer:
Step-by-step Explanation:
Given:
∆XVW
m < X = 50°
m < W = 63°
XV = w = 37 m
Required:
Area of ∆XVW
Solution:
<em>Find side length XW using Law of Sines</em>
W = 63°
w = XV = 37 m
V = 180 - (50+63) = 67°
v = XW = ?
Cross multiply
Divide both sides by sin(63) to make v the subject of formula
(approximated to nearest whole number)
<em>Find the area of ∆XVW</em>
(to nearest tenth).
Yo sup??
this can be solved by unitary method
we have to basically calculate the perimeter of the circle upto 80°
let that lenght be x, then
x=2πr*80/360
=36.3''
pls convert it into inches
Hope this helps
Answer:
ln(4) -3ln(1/3) + ln(2) = ln(216)
Step-by-step explanation:
Hi there!
First, let´s write the expression:
ln(4) -3ln(1/3) + ln(2)
Apply the logarithm property: a ln(x) = ln(xᵃ)
ln(4) - ln(1/3³) + ln(2)
ln(4) - ln(1/27) + ln(2)
Apply the logarithm property: ln(a) - ln(b) = ln(a/b)
ln(4/(1/27)) + ln(2)
ln(108) + ln(2)
Apply the logarithm property: ln(a) + ln(b) = ln(a·b)
ln(108 · 2) = <u>ln(216)</u>
Have a nice day!
The answer is 0 because you cannot subtract 2000 from a higher number.