what is the standard term of
1.)2×+7
2.)3-4+7׳
3.)10
4.)×⁴-5׳+2×-²-1
5.)5×⁵+3׳-×
6.)6-8x
7.)×2-9
8.)13-2×+×⁵
9.)100×3
10.)2׳-4²+×⁴-6
1.)2×+7
2.)3-4+7׳
3.)10
4.)×⁴-5׳+2×-²-1
5.)5×⁵+3׳-×
6.)6-8x
7.)×2-9
8.)13-2×+×⁵
9.)100×3
10.)2׳-4²+×⁴-6
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Answer:
Sure thing :)
Step-by-step explanation:
1.) 2x+7 is the standard form of a linear equation, where the highest power of x is 1.
2.) 3-4+7x^3 is the standard form of a polynomial equation, where the highest power of x is 3.
3.) 10 is a constant and it is in the standard form.
4.) x^4-5x^3+2x^2-2x-1 is the standard form of a polynomial equation, where the highest power of x is 4.
5.) 5x^5+3x^3-x is the standard form of a polynomial equation, where the highest power of x is 5.
6.) 6-8x is the standard form of a linear equation, where the highest power of x is 1.
7.) x^2-9 is the standard form of a quadratic equation, where the highest power of x is 2.
8.) 13-2x+x^5 is the standard form of a polynomial equation, where the highest power of x is 5.
9.) 100x^3 is the standard form of a polynomial equation, where the highest power of x is 3.
10.) 2x^3-4x^2+x^4-6 is the standard form of a polynomial equation, where the highest power of x is 4.
The standard form of an equation is when the coefficient of the variable with the highest power is 1 and the constant term is on the right side of the equation. Also, the terms are arranged according to the degree of the variable starting from the highest to the lowest.
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