In the equation
divide both sides by to get
Take the base-3/2 logarithm of both sides:
Alternatively, you can divide both sides by :
Then take the base-2/3 logarith of both sides to get
(Both answers are equivalent)
or is the slope point form of the line.
<u>Step-by-step explanation:</u>
The given points are (-6,-4) and (2,-5) are as . Need to find out the point slope form of the line which passes through these points. The formula of slope point form for an equation of a straight line as
Hence, we have two points and we have to find out first slope of the line
Where m is the slope and is a point the line passes through. Hence, we have two points and we have to find out first slope of the line
Now, slope point form of the line is,
Similarly at (2,5),
<u>Statement</u> <u>Reason</u>
1. altitude AD bisects ∠BAC 1. Given
2. DB is congruent to DC 2. definition of bisect
3. m∠BDA = 90° 3. definition of altitude
4. m∠CDA = 90° 4. definition of altitude
5. m∠BDA = m∠CDA 5. transitive property
6. AD is congruent to AD 6. reflexive property
7. tri BDA is congruent to tri CDA 7. SAS
8. AB is congruent to AC 8. CPCTC
9. tri ABC is isosceles 9. definition of isosceles
It should be 10-5. Good luck!
He is at sea level 43.5 i am pretty sure