Final answer:
There are 210 girls in the senior class at High School, based on the given ratio of boys to girls (7:10) and the total number of seniors (357).
Step-by-step explanation:
Given that there are 357 seniors in total and the ratio of boys to girls is 7 to 10. To solve this, we can set up a proportion where 7x is the number of boys and 10x is the number of girls, where x is the common multiplier for the ratio parts. The sum of boys and girls is equal to the total number of seniors:
7x + 10x = 357
Combining the like terms gives us:
17x = 357
To find the common multiplier x, divide both sides by 17:
x = 357 / 17
x = 21
Now we multiply the number of parts for girls in the ratio (which is 10) by the multiplier (x which is 21):
10 * 21 = 210
Therefore, there are 210 girls in the senior class at the School.