Go over equation diploma easily

Aug 6th, 2022
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How to go over equation diploma

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hi everyone in this video you will learn how to solve first-degree trig equations and you will learn how to provide solutions on a specified domain as well as provide the general solution lets use so well take a look at two examples and for the equation in each example we need to a solve on the specified domain and B state the general solution we will report answers as exact values if possible and otherwise well round to the nearest degree so in our first case weve got 3 cos theta plus 1 equals 3 minus cos theta and we need to provide the solutions or the roots of this equation on the domain 0 to 2 pi the first thing to note is that this is a first-degree trig equation in that when you look at the trig terms co-state on the left and cos theta on the right theyre not squared or cubed or anything like that if they were squared theyd be called second degree trig equations ok so this is a first-degree trig equation all we have to do here is isolate the trig function okay or isolate

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3x has a degree of 1 (x has an exponent of 1) 5y3 has a degree of 3 (y has an exponent of 3)
The degree of the term 5x is one. [Recall that 5x1 is the same as 5�x, which has one variable factor (an x).]
The order of a differential equation is defined to be that of the highest order derivative it contains. The degree of a differential equation is defined as the power to which the highest order derivative is raised. The equation (f‴)2 + (f)4 + f = x is an example of a second-degree, third-order differential equation.
Degree of equation is the highest power of x in the given equation . i.e. 5. Question 2: Give example of a degree of polynomial? Answer: An example of degree of polynomial can be 5xy2 that has a degree of 3. This is because x has an exponent of 1, y has 2, so 1+2=3.
Degree 1 linear. Degree 2 quadratic. Degree 3 cubic. Degree 4 quartic (or, if all terms have even degree, biquadratic)
Types of Polynomials Based on Degree Type of PolynomialMeaningExamplesQuadratic polynomialPolynomials with 2 as the degree of the polynomial are called quadratic polynomials.8x2 + 7y - 9, m2 + mn - 6Cubic polynomialPolynomials with 3 as the degree of the polynomial are called cubic polynomials.3x3, p3 + pq + 72 more rows
3x has a degree of 1 (x has an exponent of 1) 5y3 has a degree of 3 (y has an exponent of 3)
In Maths, the quadratic equation is called a second-degree equation. A quadratic equation is defined as the polynomial equation of the second degree with the standard form ax2 + bx+ c =0, where a0, The solutions obtained from the equation are called roots of the quadratic equation.
An equation with degree three is called a cubic equation. The nature of roots of all cubic equations is either one real root and two imaginary roots or three real roots. If the polynomials have degree three, they are known as cubic polynomials.
Degree of 8 is 0 since 8x0=8.

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