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What is a quartic function with only the two real zeros given x 5 and x 1?
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What are zeros of the Function?
The zeros, or roots, of a linear function is the point at which the line touches the x-axis. Since a linear function is a straight line, it has a maximum of one root (zero). The zero of a function can be determined by the highest degree (power) of the function. Since linear functions are only raised to the power of one, one is the total number of times the line can touch the x-axis. If you function is a horizontal line, it has no root, or zero.
What are the zeros of a function?
The zeros, or roots, of a linear function is the point at which the line touches the x-axis. Since a linear function is a straight line, it has a maximum of one root (zero). The zero of a function can be determined by the highest degree (power) of the function. Since linear functions are only raised to the power of one, one is the total number of times the line can touch the x-axis. If you function is a horizontal line, it has no root, or zero.
When do you say that the equation is a function or not?
i may only be 10 yrs old but i can say that an equation is not an function like the graphs of quadratic functions you will only be given an equation
How many zeros are there in 60 milllion?
7 zeros (and only two Ls in million!)
How can I generate a declining function with constraints on the x and y intercepts so that the integral of the curve is constant?
The integral of a given function between given integration limits will always be a constant. The integral of a given function between variable limits - for example, from 0 to x - can only be a constant if the function is equal to zero everywhere.
What are zeros of the Function?
The zeros, or roots, of a linear function is the point at which the line touches the x-axis. Since a linear function is a straight line, it has a maximum of one root (zero). The zero of a function can be determined by the highest degree (power) of the function. Since linear functions are only raised to the power of one, one is the total number of times the line can touch the x-axis. If you function is a horizontal line, it has no root, or zero.
What are the zeros of a function?
The zeros, or roots, of a linear function is the point at which the line touches the x-axis. Since a linear function is a straight line, it has a maximum of one root (zero). The zero of a function can be determined by the highest degree (power) of the function. Since linear functions are only raised to the power of one, one is the total number of times the line can touch the x-axis. If you function is a horizontal line, it has no root, or zero.
What are the zeros of a linear function?
The zeros, or roots, of a linear function is the point at which the line touches the x-axis. Since a linear function is a straight line, it has a maximum of one root (zero). The zero of a function can be determined by the highest degree (power) of the function. Since linear functions are only raised to the power of one, one is the total number of times the line can touch the x-axis. If you function is a horizontal line, it has no root, or zero.
When do you say that the equation is a function or not?
i may only be 10 yrs old but i can say that an equation is not an function like the graphs of quadratic functions you will only be given an equation
How many zeros are there in 60 milllion?
7 zeros (and only two Ls in million!)
What are rules in in fundamental operation in significant figures?
The rules governing fundamental operations involving significant figures are: In addition and subtraction, identify first the s.f. in the decimal point of each given measurement. second, add or subtract(depends on the operation given) the given measurement and finally, your answer must have the least decimal point as the least accurate given measurement. For example: 2.51 + 3.98000 The given 2.51 contains 2 decimal place while 3.98000 contains 5 decimal place so your answer must only have the less decimal point as the given. Your answer here is 6.49 not 6.49000. In multiplication and division, identify first the number of significant figures, then do the given operation if it is multiplication or division. your answer must have the least accurate measurement. for example: 2.89x4.987 is 14.41243. since the least number of the significant figure in my example is 2.94 which contains 3 significant figures. Therefore, your answer must have the same no. of the significant figure. Round off your answer the answer in my example will become 14.4 only remember: all non-zero digits are significant (1-9) all leading zeros- are zeros before the non-zero digit is not significant all sandwich zeros these are zeros between non-zero digits are significant all trailing or final zeros - zeros after the non-zero digit are not significant if it is in the left side of the decimal point because it only indicates or used as placeholders only but if the trailing zeros are in the right side of the decimal point and is written after a non-zero digit it is considered as significant
What is true for all functions?
For any given input, the function will only have one output value.
How do you find the acceleration and initial velocity given only the distance and time?
If you are only given total distance and total time you cannot. If you are given distance as a function of time, then the first derivative of distance with respect to time, ds/dt, gives the velocity. Evaluate this function at t = 0 for initial velocity. The second derivative, d2s/dt2 gives the acceleration as a function of time.
Zeros are always considered significant digits when they are to the left of the decimal point as in 0.032 true or false?
False, Zeros are only significant digits when there is a primary number such as 1 before the as in 3200, then two zeros are counted but if zeros are before as in 0.032 than the only digits counted are 3 and 2.
How can I generate a declining function with constraints on the x and y intercepts so that the integral of the curve is constant?
The integral of a given function between given integration limits will always be a constant. The integral of a given function between variable limits - for example, from 0 to x - can only be a constant if the function is equal to zero everywhere.
How many zeros in trillion?
In the English language there is 12 zeros. This is called short scale. In the long scale there is 18 zeros. This is frequent in other languages besides american. The United States uses 12 zeros.
Is it possible for a polynomial function of degree 3 to have no real zeros?
Yes - but only if the domain is restricted. Normally the domain is the whole of the real numbers and over that domain it must have at least one real zero.
