1)Lt ((1+x+x²)-e^x)/x² X-0 Evaluate the following limit. 2)Lt [(tan(99x))/x], where [.]- GIF X-0 Evaluate the following limit.

Question

1)Lt ((1+x+x²)-e^x)/x² X->0 Evaluate the following limit. 2)Lt [(tan(99x))/x], where [.]- GIF X->0 Evaluate the following limit.

Arun · Answer

Dear student Please ask only one doubt in one thread. 2.) [ (tan 99x /99 ) * 99] [99 + ] = 99 Hope it helps

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1)Lt ((1+x+x²)-e^x)/x² X->0 Evaluate the following limit. 2)Lt [(tan(99x))/x], where [.]- GIF X->0 Evaluate the following limit.

1)Lt ((1+x+x²)-e^x)/x²
X->0
Evaluate the following limit.
2)Lt [(tan(99x))/x], where [.]- GIF
X->0
Evaluate the following limit.

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1)Lt ((1+x+x²)-e^x)/x² X->0 Evaluate the following limit. 2)Lt [(tan(99x))/x], where [.]- GIF X->0 Evaluate the following limit.

1)Lt ((1+x+x²)-e^x)/x²X->0Evaluate the following limit.2)Lt [(tan(99x))/x], where [.]- GIF X->0Evaluate the following limit.

1 Answers

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1)Lt ((1+x+x²)-e^x)/x²
X->0
Evaluate the following limit.
2)Lt [(tan(99x))/x], where [.]- GIF
X->0
Evaluate the following limit.