The converse of an if statement is a statement in which the hypothesis and conclusion are switched.
<span>You will get into college if you work hard.
The "if" part is the hypothesis.
The "then" part is the conclusion.
Rewrite the original if statement in the if-then form:
If you work hard, then you will get into college.
The hypothesis is the if part: "you work hard"
The conclusion is the then part: "you will get into college"
To write the converse, switch the hypothesis and the conclusion.
If you get into college, then you worked hard.
This happens to be choice A.
</span>
Answer:
y=6
y=3
y=-3
y=-5
x=3
x=5
x=-1
x=-4
Step-by-step explanation:
Y = k/x for some fixed number constant k
7 = k/9
k = 63
so Y = 63/x
14 = 63/x
14 x = 63
x = 63/14 = 9/2
