what is the answer of this limit function
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1
Heya
______________________________
USING L'HOSPITALS RULE
lim {15x¹⁴ + 11x^10 } / 2x
x–>1
=>
lim 15(1)¹⁴ + 11 (1)^10 / 2
x–>1
=>
=26/2
=>
=13
______________________________
USING L'HOSPITALS RULE
lim {15x¹⁴ + 11x^10 } / 2x
x–>1
=>
lim 15(1)¹⁴ + 11 (1)^10 / 2
x–>1
=>
=26/2
=>
=13
Answered by
0
Answer:
b) 13
Step-by-step explanation:
Method 1
Since x = 1 makes the numerator 0, we know (x-1) is a factor of the numerator. Do long division to extract that factor. The denominator is (x-1)(x+1). Cancel the (x-1) factors and put in x = 1 in the result.
Method 2
If you know L'Hospital's rule, this knocks it over really fast.
Differentiate numerator and denominator to get
( 15x¹⁴ + 11x¹⁰ ) / 2x
Putting in x = 1, the limit is
26 / 2 = 13
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