which placental hormones help with contractions of the uterus? progesterone relaxin prostaglandins oxytocin estrogens

Answers

Answer 1

Oxytocin and prostaglandins are placental hormones that assist in uterine contractions during childbirth.

Oxytocin stimulates rhythmic contractions, while prostaglandins help soften the cervix and promote contractions.

Oxytocin and prostaglandins are two placental hormones that play essential roles in facilitating contractions of the uterus.

Oxytocin, often referred to as the "love hormone," is released during labor and stimulates rhythmic contractions of the uterine muscles, leading to the progression of labor.

Prostaglandins, on the other hand, are hormone-like substances that are produced in the uterus and help to soften and thin the cervix, as well as promote contractions.

Both hormones work together to initiate and strengthen uterine contractions during childbirth, aiding in the process of delivery.

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Related Questions

About __________ percent of all american children are expected to live in a single-parent household at some point in their lives.

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About 50 percent of all American children are expected to live in a single-parent household at some point in their lives.

This statistic reflects the prevalence of single-parent households in the United States and highlights the significant impact it has on a substantial portion of the child population. Factors such as divorce, separation, the death of a parent, or other circumstances contribute to the formation of single-parent households. Understanding this statistic helps to emphasize the importance of support systems and resources for both single parents and their children to ensure their well-being and success.

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a product consists of 3 parts (a, b, and c). there are 8 different as, 10 different bs, and 12 different cs. what is the total number of different finished products that can come from these parts?

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The total number of different finished products that can come from the parts is 960.

This is obtained by multiplying the number of options for each part: 8 x 10 x 12 = 960.

To find the total number of different finished products that can come from these parts, we need to multiply the number of options for each part together.

Number of options for part a = 8

Number of options for part b = 10

Number of options for part c = 12

Total number of different finished products = Number of options for part a * Number of options for part b * Number of options for part c

Total number of different finished products = 8 * 10 * 12 = 960

Therefore, there can be a total of 960 different finished products that can come from these parts.

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