Answer:
<em>Translate the parent function, 2 units upward</em>
Step-by-step explanation:
Given
See attachment for the graph
Required
Determine the change in f(x) that gives the dashed line
Let the dash line be represented with g(x)
From the attachment, there is only one transformation from f(x) to the g(x).
When f(x) is translated 2 units vertically upwards , it gives g(x); the dash line.
If
Then g(x) is:
Answer:
The answer is "1.1"
Explanation:
In the case of a single Interest, the principal value is determined as follows:
In case of discount:
Let income amount = 100, time = 1.5 years, and rate =20 %.
Formula:
A = P(1+rt)
A =P+I
by putting vale in the above formula we get the value that is = 76.92, thus method A will give 76.92 value.
If we calculate discount then the formula is:
P = M(1-rt)
M = 100 rate and time is same as above.
Thus Method B will give the value that is 70
calculating ratio value: