Drugov_Vladimirovna
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") where cbo. The graph of the function g is drawn below on the domain x 20. y = 8(x) The graph of g intersects the y-axis at (0, 80 (a) Find the value of k. The graph passes through the point (2, 48). [2 marks] (b) Find the value of c. [2 marks] (6) Write down the equation of the horizontal asymptote to the graph of y = g(x). [2 marks]

Алгебра

Ответы

avdoyan6621

Основные функции

\left(a=\operatorname{const} \right)

x^{a}: x^a

модуль x: abs(x)

\sqrt{x}: Sqrt[x]

\sqrt[n]{x}: x^(1/n)

a^{x}: a^x

\log_{a}x: Log[a, x]

\ln x: Log[x]

\cos x: cos[x] или Cos[x]

\sin x: sin[x] или Sin[x]

\operatorname{tg}x: tan[x] или Tan[x]

\operatorname{ctg}x: cot[x] или Cot[x]

\sec x: sec[x] или Sec[x]

\operatorname{cosec} x: csc[x] или Csc[x]

\arccos x: ArcCos[x]

\arcsin x: ArcSin[x]

\operatorname{arctg} x: ArcTan[x]

\operatorname{arcctg} x: ArcCot[x]

\operatorname{arcsec} x: ArcSec[x]

\operatorname{arccosec} x: ArcCsc[x]

\operatorname{ch} x: cosh[x] или Cosh[x]

\operatorname{sh} x: sinh[x] или Sinh[x]

\operatorname{th} x: tanh[x] или Tanh[x]

\operatorname{cth} x: coth[x] или Coth[x]

\operatorname{sech} x: sech[x] или Sech[x]

\operatorname{cosech} x: csch[x] или Csch[е]

\operatorname{areach} x: ArcCosh[x]

\operatorname{areash} x: ArcSinh[x]

\operatorname{areath} x: ArcTanh[x]

\operatorname{areacth} x: ArcCoth[x]

\operatorname{areasech} x: ArcSech[x]

\operatorname{areacosech} x: ArcCsch[x]

[19.67] =19: integral part of (19.67) - выделяет целую часть числа

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") where cbo. The graph of the function g is drawn below on the domain x 20. y = 8(x) The graph of g intersects the y-axis at (0, 80 (a) Find the value of k. The graph passes through the point (2, 48). [2 marks] (b) Find the value of c. [2 marks] (6) Write down the equation of the horizontal asymptote to the graph of y = g(x). [2 marks]
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