Help to do a high number to find the limit According to the description, please write down two very simple ways to find the limit: LIM (x tends to 2) (x ^ 2-4) / (x ^ 2-3x + 2) and lim (x tends to infinity) (2x-3) (3x + 5) (4x-6) / (3x ^ 2 + x-1). The answers are - two fourths of the root sign and 8 respectively | Math enthusiast | Mathematical art

Help to do a high number to find the limit According to the description, please write down two very simple ways to find the limit: LIM (x tends to 2) (x ^ 2-4) / (x ^ 2-3x + 2) and lim (x tends to infinity) (2x-3) (3x + 5) (4x-6) / (3x ^ 2 + x-1). The answers are - two fourths of the root sign and 8 respectively

The first one is the factor (X-2) with the zeroth of zero and the denominator reduced to zero
The limit value is equal to the ratio of the coefficient of the highest term of the numerator and denominator X. the numerator is 2 * 3 * 4 = 24. The denominator is 3. A ratio equals 8

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