The indefinite integral of (6x4-2)2(24x) dx. The simplest way to do this is to expand the multiplication in the integrand until its a single polynomial comprised of only terms added or subtracted together. (6x4-2)2=(6x4-2)(6x4-2)=36x8-24x4+4=4(9x8-6x4+1) (24x)(4(9x8-6x4+1))=96x(9x8-6x4+1)=96(9x9-6x5+x) From here on out, its simple polynomial antiderivation. The 96 is a constant that can be factored out and ignored. So the antiderivative would be: 96*[9x9/10 - x6 + x2/2] + C
the answers is d
24
The answer is 24
24
- 3X3 + X2 + 17 + 6X4Three. I will put the coefficients in parentheses.(- 3 )X3 + (1)X2 + 17 + (6)X4=========================( remember, 1 is always an implied coefficient )
- 3X3 + X2 + 17 + 6X4 - 3 = coefficient of the variable term X3 6 = coefficient of the variable term X4 ----------------------------------------------------------- I do not know how you are being taught, but...... 1 = the implied coefficient of the variable term X2 S0 I would say three coefficients, but your teacher may say two. Consult your text on the implied coefficient 1.
The indefinite integral of (6x4-2)2(24x) dx. The simplest way to do this is to expand the multiplication in the integrand until its a single polynomial comprised of only terms added or subtracted together. (6x4-2)2=(6x4-2)(6x4-2)=36x8-24x4+4=4(9x8-6x4+1) (24x)(4(9x8-6x4+1))=96x(9x8-6x4+1)=96(9x9-6x5+x) From here on out, its simple polynomial antiderivation. The 96 is a constant that can be factored out and ignored. So the antiderivative would be: 96*[9x9/10 - x6 + x2/2] + C
To evaluate a function means to replace the variable with some value, and calculate the value of the function. For example, in the parabola y = x2 (or, using functional notation, f(x) = x2), if you replace x with 10, and calculate x2, you are evaluating the function for that specific value.
6x4=24
the answers is d
It is x*x + y*y*y*y
The answer is 27 (6x4=24, 24+3=27)
104
Interpreting the question as "evaluate f(x) = -x2 + 5 for x = 4". This is the same as asking "what is f(4)". To evaluate f(4) just replace each instance of the x in the definition of f(x) by the number 4: f(4) = -42 + 5. The result is -11.
6X4=24
1500 to 2000 US cents will fit into a 6x4 jar.