Find the following trigonometric values,rounded to 4 decimal places: 1) tan45. 2)sin70. 3) cos30. 4) cos20
1 answer:
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Using the definition of polynomial, it is found that options D and E are polynomials.
D.
E.
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A polynomial of the nth degree is defined by the following equation:
The exponents n are integers, and have to be non-negative.
- In options A and C, there are negative exponents(
, and thus, they are not polynomials.
- In option B,
, that is, a fractional exponent, thus also not a polynomial.
- In options D and E, the exponents are integers and non-negative, thus they are polynomials.
A similar problem is given at brainly.com/question/15446728