Answer:
heres what i think..
Step-by-step explanation:
the triangles can be similar as long as they have the same angle,but different measurements, a similar triangle could be a translation,dilation, or enlargement, as long as they are at the same angle (not rotated, reflected, or transformed ect.).
Answer:
the relation is a function ..this the domains are the 3s and the co-domain are (7, 8, –2, 4,1) so here it's a function it does not matter if the domain are the same but if the co-domain is the same them it's not a function but here they're different
Answer:
nth term = 0.8 * -5^(n - 1)
First five terms are: 0.8, -4,
20, -100, 500
Step-by-step explanation:
First term, a1 = 0.8
Common ratio, r = -5
a1 = 0.8
Second term = ar
= 0.8 * -5
= -4
Third term = ar²
= 0.8 * -5²
= 0.8 * 25
= 20
Fourth term = ar³
= 0.8 * -5³
= 0.8 * -125
= -100
Fifth term = ar⁴
= 0.8 * -5⁴
= 0.8 * 625
= 500
First five terms are: 0.8, -4,
20, -100, 500
nth term = ar^(n - 1)
= 0.8 * -5^(n - 1)
nth term = 0.8 * -5^(n - 1)
The answer is 2.5 cm
First, you multiply 4 and 12, and you get 48
Then you take 120 and you divide it by 48.
This leaves you with 2.5
To check you multiply 2.5, 4, and 12
Answer:
6 and 7
Step-by-step explanation:
Supplementary angles add up to 180°, which is the measure of a straight line. This problem also wants them to be linear pairs (two angles are on 1 straight line, which is 180°), so the two angles we are looking for are just angles that are on one line. Thus, the answer is 6 and 7.