Consider the functions $f(x)=5+\sin 3 x$
and $g(x)=3 \sin x$
.Which has a larger vertical intercept?
A)f(x)
B)g(x)

Name: Consider the functions $f(x)=5+\sin 3 x$ and $g(x)=3 \sin x$ .Which has a larger vertical intercept? A)f(x) B)g(x)
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Question

Consider the functions $f(x)=5+\sin 3 x$
 and $g(x)=3 \sin x$
 .Which has a larger vertical intercept?
A)f(x)
B)g(x)

Quizplus · Accepted Answer

The vertical intercept of a function occurs where the function crosses the y-axis, which is when $x=0$. For $f(x)=5+\sin 3x$, when $x=0$, $f(0)=5+\sin(0)=5$. For $g(x)=3\sin x$, when $x=0$, $g(0)=3\sin(0)=0$. Therefore, $f(x)$ has a larger vertical intercept.

Consider the Functions f(x)=5+sin⁡3xf(x)=5+\sin 3 xf(x)=5+sin3x And g(x)=3sin⁡xg(x)=3 \sin xg(x)=3sinx Which Has a Larger Vertical Intercept? A)f(x) B)g(x)

Consider the Functions $f(x)=5+\sin 3 x$ And $g(x)=3 \sin x$ Which Has a Larger Vertical Intercept?
A)f(x)
B)g(x)