At least $$ 71 \% $$ of people support legalizing gay marriage. Express the null and alternative hypotheses in symbolic form for this claim (enter as a percentage). $$ H_{0}: p $$ $$ H_{1}: p $$ Use the following codes to enter the following symbols: $$ \quad \geq $$ enter $$ = $$ $$ \leq $$ enter

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At least $$ 71 \% $$ of people support legalizing gay marriage. Express the null and alternative hypotheses in symbolic form for this claim (enter as a percentage). $$ H_{0}: p $$ $$ H_{1}: p $$ Use the following codes to enter the following symbols: $$ \quad \geq $$ enter $$ >= $$ $$ \leq $$ enter <= $$ 
eq $$ enter $$ != $$ Question Help: D Video

UpStudy AI · Accepted Answer

The claim is that at least $$71\%$$ of people support legalizing gay marriage, which can be written as:
$$
p \geq 71\%
$$

In hypothesis testing, the null hypothesis ($$H_0$$) usually represents the status quo or the claim, and the alternative hypothesis $$H_1$$ represents the complement of the claim. Therefore, we write:

$$
H_0: p >= 71\%
$$
$$
H_1: p < 71\%
$$
$$ H_{0}: p \geq 71\% $$ $$ H_{1}: p < 71\% $$

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