Reverse area – Easy

Last updated: 25/08/2021
GCSE Maths – Foundation Reverse area Reverse area – Easy
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  1. Current
  2. Review
  3. Answered

  1. Find c when b = 248.7 cm, A = 57° and area = 31735 cm²

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  2. Find a when c = 198.5 cm, B = 41° and area = 10795.9 cm²

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  3. Find a when c = 118.8 cm, B = 53° and area = 4027.6 cm²

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  4. Find a when b = 204.6 cm, C = 80° and area = 25347.7 cm²

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  5. Find a when b = 218.1 cm, C = 66° and area = 21727.6 cm²

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  6. Find c when b = 73.1 cm, A = 41° and area = 2395.5 cm²

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  7. Find c when a = 66.9 cm, B = 37° and area = 1976.8 cm²

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  8. Find c when b = 131.6 cm, A = 45° and area = 8370.3 cm²

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  9. Find b when c = 39.6 cm, A = 46° and area = 448.7 cm²

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  10. Find a when c = 339.5 cm, B = 34° and area = 27660.6 cm²

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  11. Find a when b = 42.4 cm, C = 91° and area = 883.9 cm²

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  12. Find a when b = 213 cm, C = 66° and area = 21686.5 cm²

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  13. Find c when b = 25.7 cm, A = 46° and area = 368.8 cm²

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  14. Find b when c = 133.1 cm, A = 32° and area = 3174 cm²

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  15. Find a when c = 331.3 cm, B = 40° and area = 21785.4 cm²

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  16. Find b when a = 287.7 cm, C = 102° and area = 29829.8 cm²

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  17. Find a when c = 337.5 cm, B = 31° and area = 23283.9 cm²

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  18. Find c when b = 95.4 cm, A = 49° and area = 6400.7 cm²

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  19. Find b when a = 65.5 cm, C = 94° and area = 1346 cm²

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  20. Find b when a = 80.3 cm, C = 99° and area = 2994 cm²

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  21. Find a when b = 139.9 cm, C = 93° and area = 7390.6 cm²

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  22. Find b when c = 219.3 cm, A = 35° and area = 7773.5 cm²

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  23. Find b when c = 339.8 cm, A = 44° and area = 29824.3 cm²

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  24. Find c when b = 236.2 cm, A = 60° and area = 33741.4 cm²

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  25. Find b when c = 217.3 cm, A = 46° and area = 9863.3 cm²

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