(purple smooth = 75, white smooth = 28, purple wrinkled = 24, white wrinkled = 8)

Account for the difference between the expected and experimental values.

So basicaly what you have to do here is look at the question real hard close your eyes thing about this, 2 girls in one cup. Then open your eyes and you will know that white and smooth is the highest experimental value. With this you can assume that the others are just distractions "purple smooth" smh, so your answer should look like this; "9:3:3:1"

To account for the difference between the expected and experimental values, we can calculate the expected values using the given data and then compare them to the observed or experimental values.

Let's assume the total number of smooth peas is 75 + 28 = 103, and the total number of wrinkled peas is 24 + 8 = 32.

Expected value for purple smooth peas:
Expected value = (Total smooth peas / Total peas) * Total purple peas
= (103 / 135) * (75 + 24)
≈ 0.763 * 99
≈ 75.48

Expected value for white smooth peas:
Expected value = (Total smooth peas / Total peas) * Total white peas
= (103 / 135) * 28
≈ 0.763 * 28
≈ 21.40

Expected value for purple wrinkled peas:
Expected value = (Total wrinkled peas / Total peas) * Total purple peas
= (32 / 135) * (75 + 24)
≈ 0.237 * 99
≈ 23.46

Expected value for white wrinkled peas:
Expected value = (Total wrinkled peas / Total peas) * Total white peas
= (32 / 135) * 8
≈ 0.237 * 8
≈ 1.90

Now, let's calculate the difference between the expected and experimental values:

Difference for purple smooth peas: Experimental value (75) - Expected value (75.48) = -0.48

Difference for white smooth peas: Experimental value (28) - Expected value (21.40) = 6.60

Difference for purple wrinkled peas: Experimental value (24) - Expected value (23.46) = 0.54

Difference for white wrinkled peas: Experimental value (8) - Expected value (1.90) = 6.10

Therefore, the differences between the expected and experimental values for the given data are:

Purple smooth peas: -0.48
White smooth peas: 6.60
Purple wrinkled peas: 0.54
White wrinkled peas: 6.10

To account for the difference between the expected and experimental values, we need to perform a chi-square analysis. The chi-square test compares the observed frequencies (experimental values) to the expected frequencies.

In this case, we have two categories: smooth and wrinkled, and two colors: purple and white. We can calculate the expected frequencies for each category by assuming independence between color and texture. We can do this by multiplying the proportion of each color (purple and white) by the proportion of each texture (smooth and wrinkled), and then multiplying by the total number of observations.

Expected frequency = (Total observations) * (Proportion of color) * (Proportion of texture)

Let's calculate the expected frequencies for each category:

For smooth purple:
Expected frequency = (Total observations) * (Proportion of purple color) * (Proportion of smooth texture)
Expected frequency = (75 + 28 + 24 + 8) * (purple proportion) * (smooth proportion)
Expected frequency = 135 * (75/135) * (103/135)

For smooth white:
Expected frequency = (Total observations) * (Proportion of white color) * (Proportion of smooth texture)
Expected frequency = (75 + 28 + 24 + 8) * (white proportion) * (smooth proportion)
Expected frequency = 135 * (60/135) * (103/135)

Similarly, we can calculate the expected frequencies for wrinkled purple and wrinkled white.

Once we have the expected frequencies for each category, we can use the chi-square formula to calculate the chi-square statistic:

Chi-square = Σ [(Observed frequency - Expected frequency)^2 / Expected frequency]

Finally, we compare the calculated chi-square value to the critical chi-square value at a given significance level and degrees of freedom to determine if there is a significant difference between the expected and experimental values.

Note: The proportions of each color and texture need to be calculated based on additional information or assumptions.

whats good whats good pr pump skeeeeeeeeeeeeeeeet esketiiiiiiiiiiiiiiiiiiitttt

ur answwer is.......idk i drink lean and im stupid lil pump lil puuhhhhhhhh