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1×8+8x=91 \times 8 + 8x = 9 Find xx

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Q. 1×8+8x=91 \times 8 + 8x = 9 Find xx
  1. Identify Given Values: First, let's identify the given values and the unknown we need to find. We know that 336336 students were selected for the survey, 14\frac{1}{4} of them were freshmen, 13\frac{1}{3} were sophomores, and half of the remaining students were juniors. We need to find out how many seniors were in the survey.
  2. Calculate Freshmen: Calculate the number of freshmen by taking 14\frac{1}{4} of the total number of students.\newline(14)×336=84(\frac{1}{4}) \times 336 = 84\newlineThere were 8484 freshmen in the survey.
  3. Calculate Sophomores: Calculate the number of sophomores by taking 13\frac{1}{3} of the total number of students.\newline(13)×336=112(\frac{1}{3}) \times 336 = 112\newlineThere were 112112 sophomores in the survey.
  4. Calculate Remaining Students: Subtract the number of freshmen and sophomores from the total number of students to find the number of remaining students. \newline33684112=140336 - 84 - 112 = 140\newlineThere are 140140 students remaining after accounting for freshmen and sophomores.
  5. Calculate Juniors: Calculate the number of juniors by taking half of the remaining students.\newline140/2=70140 / 2 = 70\newlineThere were 7070 juniors in the survey.
  6. Calculate Seniors: Subtract the number of juniors from the remaining students to find the number of seniors.\newline14070=70140 - 70 = 70\newlineThere were 7070 seniors in the survey.

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