To transform f(x) into g(x) we need to use addition, subtraction and multiplication.
Given f(x)=
and g(x)=
We need to transform function f(x)into g(x).
A function refers to a relation which expresses relationship between two variables. It contains one value for each value of x. If there are more than one value for one value of x then it is not said to be a function.
f(x)=
, g(x)=
To transform f(x) into g(x) we need to follow the following steps:
- First subtract 3 from f(x).
- Then multiply the expression received from above step by 3.
- Next step is to add x/3 to the expression received from the above step.
- Now we will get the g(x)=
.
Hence we have to use addition, subtraction and multiplication for transformation.
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Answer:
122 students (Answer C)
Step-by-step explanation:
40 percent of the 305 total students comes out to 0.40(305 students), or
122 students.
This corresponds to answer C. 122 students play an instrument.
Answer:
x - 6
Step-by-step explanation:
If the unknown number is x then decreasing it by 6 means subtracting 6 from it , so the expression is
x - 6
Two things to remember first remember that in the given eq:
V=4/3piR^3 where r = radius
So we know we just need to plug the given equation for radius.
Where radius = 2x^3y^-4
V= 4/3pi(2x^3 * y^-4)^3
Remember the exponent rule: (a*b)^n = a^n*b^n
Also remember the negative exponent rule
X^-n = 1/x^n
Now with this:
V= 4/3 * pi(8x^9/y^12)
V= 32pi*x^9/3y^12
Or A