RAPH12 Q33-34
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
Variant 0
DifficultyLevel
541
Question
Which of the following expressions has the value closest to 15?
Worked Solution
Check each option:
6 32 + 7 31 = 14
7 41 + 8 41 = 15 21 ✓
8 21 + 7 43 = 16 41
7 21 + 8 41 = 15 43
Therefore, the expression 7 41 + 8 41 has the value which is closest to 15.
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Which of the following expressions has the value closest to 15? |
workedSolution | Check each option:
6 $\dfrac{2}{3}$ + 7 $\dfrac{1}{3}$ = 14
7 $\dfrac{1}{4}$ + 8 $\dfrac{1}{4}$ = 15 $\dfrac{1}{2}$ $\checkmark$
8 $\dfrac{1}{2}$ + 7 $\dfrac{3}{4}$ = 16 $\dfrac{1}{4}$
7 $\dfrac{1}{2}$ + 8 $\dfrac{1}{4}$ = 15 $\dfrac{3}{4}$
Therefore, the expression 7 $\dfrac{1}{4}$ + 8 $\dfrac{1}{4}$ has the value which is closest to 15. |
correctAnswer | 7 $\dfrac{1}{4}$ + 8 $\dfrac{1}{4}$ |
Answers
Is Correct? | Answer |
x | 6 32 + 7 31 |
✓ | 7 41 + 8 41 |
x | 8 21 + 7 43 |
x | 7 21 + 8 41 |
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
Variant 1
DifficultyLevel
544
Question
Which of the following expressions has the value closest to 9?
Worked Solution
Check each option:
5 32 + 4 31 = 10
6 41 + 3 21 = 9 43
10 43 − 1 41 = 9 21
3 41 + 5 21 = 8 43 ✓
∴ 3 41 + 5 21
is closest to 9.
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Which of the following expressions has the value closest to 9? |
workedSolution | Check each option:
5 $\dfrac{2}{3}$ + 4 $\dfrac{1}{3}$ = 10
6 $\dfrac{1}{4}$ + 3 $\dfrac{1}{2}$ = 9 $\dfrac{3}{4}$
10 $\dfrac{3}{4}$ $-$ 1 $\dfrac{1}{4}$ = 9 $\dfrac{1}{2}$
3 $\dfrac{1}{4}$ + 5 $\dfrac{1}{2}$ = 8 $\dfrac{3}{4}$ $\checkmark$
$\therefore$ {{{correctAnswer}}} is closest to 9. |
correctAnswer | 3 $\dfrac{1}{4}$ + 5 $\dfrac{1}{2}$
|
Answers
Is Correct? | Answer |
x | 5 32 + 4 31 |
x | 6 41 + 3 21 |
x | 10 43 − 1 41 |
✓ | 3 41 + 5 21 |