Find end pt/inflection pt, graphing pattern and state domain/ range of f(x)= sqrt(x-5) + 1
(5,1); 1-3-5; D [5, infinity) R [-1, infinity)
Solve for x (check for ext): x= sqrt(7x-10)
5,2
Solve for x (check for ext):
log (−2a + 9) = log (7 − 4a)
-1
Arithmetic, Geometric or Neither?
1, 3, 6, 10, 15, ...
Neither
m∠C = 145°, b = 7, c = 33
m∠A = 28°, m∠B = 7°, a = 27
(Law of Sines)
Find end pt/inflection pt, graphing pattern and state domain/ range of f(x) = 2sqrt(x+4) -6
(-4,-6); {2-1, 2-3, 2-5}; D [4,inf) R [-6,inf)
Solve for x (check for ext): 20 = 8+ sqrt(5x-1)
29
Solve for x (check for ext):
log12 (x2 + 35) = log12(−12x − 1)
-6
Sigma from n=1 to 7 of (40 - n2)
140
In ∆ABC, a = 14 cm, b = 9 cm, c = 6 cm
m∠A = 137°, m∠B = 26°, m∠C = 17°
(Law of Cosines)
Find end pt/inflection pt, graphing pattern and state domain/ range of f(x) = -4sqrt(x+6) + 8
(-6,8); {-4-1, -4-3, -4-5}; D (inf, -6] R [8, inf)
Solve for x (check for ext): 22x+2 = 23x
2
Solve for x (check for ext):
20-6x+ 6 = 55
−0.2165
sigma from n=1 to 10 of (7m - 2)
365
m∠B = 84°, a = 18, b = 9
Not a triangle (Law of Sines)
Find end pt/inflection pt, graphing pattern and state domain/ range of f(x) = cubed root (x-4) + 5
(4,5); {1-1, 1-7}; D (inf, inf) R (inf, inf)
Solve for x (check for ext): 81 ⋅ 9-2x-2 = 27
-3/4
Solve for x (check for ext):
6e5x-6 − 4 = 50
1.6394
sigma from n=1 to 8 of (2 * (-2n-1))
-170
Matt measures the angle of elevation of the peak of a mountain as 35 degrees. Susie is 1200 ft closer on a straight path, measures the angle of elevation as 42 degrees. How high is the mountain?
3779
Find end pt/inflection pt, graphing pattern and state domain/ range of f(x) = .5sqroot(x+5) - 2
(-5,-2); {.5-1, .5-3, .5-5}; D (-5, inf) R (-2,inf)
Solve for x (check for ext): 6-2x ⋅ 6-x = 216-1
1
Solve for x (Check for ext):
ln (−3x − 1) − ln 7 = 2
(-7e2 - 1) / 3
sigma from n=1 to 9 of (4 * 3n-1)
39364
A triangular playground has sides of 475 ft, 595 ft, and 401 ft. What are the measures of the angles to the nearest tenth of a degree?
85.1, 42.2, 52.7