The limit of f(x) as it approaches -1 is given as 3/2
<h3>What is limit in mathematics?</h3>
In mathematics and computation, the limit can be described to be the value that a sequence is going to approach in such a way that the input would approach or tend towards a given value
The unit is used to assign values to numbers at certain points where there are no defined values.
<h3>How to solve the limit</h3>
we have 3/x-1
We have to take the value of x here to be three as the equation tends to 1.
Then we apply it in the formula
3/3-1
= 3/2
Hence the limit of f(x) is given as 3/2
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Answer:
x=13x=13
Step-by-step explanation:
x−5=8
1
Add 55 to both sides.
x=8+5x=8+5
2
Simplify 8+58+5 to 1313.
x=13x=13
Answer:
5.74
Step-by-step explanation:
fx=5(x+4)-6
f(19)=5(19+4)-6
19f=5(23)-6
19f=115-6
19f=109
f=109÷19
f=5.74 or 19 14/19
Answer:
(0,12) y axis
(3,-7) quadrant 4
(-15,21) quadrant 2
(18,0) x axis
(4.5, 10.6) quadrant 1
(-34,-419) quadrant 3
Step-by-step explanation:
if (number,0) it is on the x axis
if (0, number) it is on the y axis
if (+ ,+) quadrant 1
(+, -) quadrant 4
(-,-) quadrant 3
(-,+) quadrant 2
