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Leno4ka [110]
2 years ago
15

Given y = A sin(B(x + C)) + D

Mathematics
1 answer:
Romashka-Z-Leto [24]2 years ago
4 0

The statement that is not true about the given trigonometric graph is; Option A:  The vertical phase shift of y = 3 sin(-5x - π/2) - 6 is; π/5

<h3>How to Interpret Trigonometric Graphs?</h3>

Let us analyze the options;

A) For the give equation;

y = 3 sin(-5x - π/2) - 6

From the general equation given we can say that;

A = 3

B = 5

C = -π/2

D = -6

Thus, phase shift = C/B = -(π/2)/5

Phase Shift = -π/10.

Thus, option A is not correct.

B) Period = 2π/B

Thus; Period = 2π/5

Formula for frequency from period is;

Frequency = 1/period

Thus, it is correct that Period and frequency vary indirectly

C) As B gets bigger, the period gets smaller and the frequency gets greater. Thus, this option is correct

D) This statement is correct.

Read more about Trigonometric Graphs at; brainly.com/question/10700288

#SPJ1

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Three years​ ago, the mean price of an existing​ single-family home was ​$243 comma 772. A real estate broker believes that exis
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Answer:

(a)

\mathbf{H_0: p=\$243,772\\H_1: p

(b)  The broker rejects the hypothesis that the mean price is $243,772, when it is the true mean cost.

(c) The broker fails to reject the hypothesis that the mean price is $243,772, when the true mean price is less than $243,772.

Step-by-step explanation:

(a) The null and alternative hypotheses are:

H_0: p=\$243,772\\H_1: p

(b) The <em>type I error</em> says that reject the H_0 when it is true.

Thus, <em>type I error</em> is: The broker rejects the null hypothesis that the mean price of home is $243,772, when it is the true mean cost.

(c) The <em>type II error</em> says that accept the H_0 when it is false.

Thus, <em>type II error</em> is: The broker fails to reject the null hypothesis that the mean price of single-single home is $243,772, when the true mean price is less than $243,772.

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What are you trying to find?

The ratio of dogs to the cans is 6:5

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3

Step-by-step explanation:

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