Answer:
A) not congruent. You only know one side and one angle to be congruent.
Step-by-step explanation:
Given:
The triangles DEF is similar to GHF.
The objective is to find a similar ratio of DF/DE.
Explanation:
Using the basic proportionality theorem, for the similar triangles DEF and GHF,
Considering the first two ratios of equation (1),
On interchanging the segments further,
Hence, the required segment in the blanks is GF/GH.
Answer: t = - 5 ∈ 
= ( -∞ , -4 )
Step-by-step explanation:
The standard form of O.D.E is written as :
+ 
Equation given :
+ 
= 
, 
The first thing to do is to write the O.D.E in standard form , that is we will divide through by 
, so we have
With this , we can see that 
and 
are both continuous in the same domain. Therefore , the intervals are :
= ( -∞ , -4 )
= ( - 4 , 4 )
= ( 4 , -∞ )
recall that y(−5) = 1 , then t = -5
This means that :
t = - 5 ∈ = ( -∞ , -4 )
Answer:
A and B
Step-by-step explanation:
because they are paprror
Hello!
Given that the red graph is the original graph, and the blue dotted graph is the translated graph, we need to find how much units the dotted graph had translated from the original graph.
We are given the vertex of the original graph being (-2, -4). The x-value of the dotted graph, being 1, tells us that the graph translated 3 units to the right. While the y-value of the dotted graph translated 1 unit down because the original y-value was -4, and the dotted graph is at -5.
Therefore, the answer is choice A, all points are translated 3 units right and 1 unit down.
