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Checking and securing understanding of changing the subject with simple algebraic fractions

The starter and exit quiz of the lesson “Checking and securing understanding of changing the subject with simple algebraic fractions”, from the unit “Algebraic fractions” (Year 11 Maths) by Oak National Academy.

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Oak National Academy

12 questions

  1. In which of these formulae is a the subject?
  2. Make x the subject of 3x = y + z.
  3. Make a the subject of 4-ab=c.
  4. The solution to the equation {10\over x} = 2 is when x=___.
  5. What is the solution to the equation {5\over x}=7?
  6. You are given the formula w=2xy+3x^2. When x=3 and y = 4, w=___.
  7. Make x the subject of y = 2\pi x.
  8. Make h the subject of sin(\theta )={o\over h}.
  9. Make a the subject of b=\frac{5}{a+c}.
  10. Make r the subject of p = \sqrt {q\over r}+1.
  11. A formula for calculating the perimeter of a rectangle is shown. When P= 16 and b = 5, the value of a is ___.
  12. The formula for the area of a sector is shown. When the area, A, is 110 cm² and the radius, r, is 10 cm, the value of \theta is ___ to the nearest degree.

License: OGL

Checking and securing understanding of changing the subject with simple algebraic fractions · Examplary