What hypothesis test should be used to test $H_1\frac{\text{:}}{b}ar(d)>3$

Left tailed, one$-$sample test of means

Right tailed, one$-$sample test of means

Left tailed, one$-$sample test of proportions

Right tailed, one$-$sample test of proportions

Left tailed, one$-$sample test of variances

Right tailed, one$-$sample test of variances

Left tailed, two$-$sample test of means $($independent samples$)$

Right tailed, two$-$sample test of means $($independent samples$)$

Left tailed, two$-$sample test of means $($paired samples$)$

Right tailed, two$-$sample test of means $($paired samples$)$

Left tailed, two$-$sample test of proportions

Right tailed, two$-$sample test of proportions

Left tailed, two$-$sample test of variances

Right tailed, two$-$sample test of variances