Mathematics
Grade6
Easy
Question
Lucas spent
of the money her grandfather gave her on an adventure book. Find the percent of the money she spent.
- 30%
- 33%
- 44.44%
- 66.66%
Hint:
First convert fraction into decimal, then multiply the decimal value by 100 and add the % symbol to get required percent value.
The correct answer is: 66.66%
Lucas spent ![2 over 3 space o f space t h e space m o n e y space h e r space g r a n d f a t h e r space g a v e space h e r space o n space a n space a d v e n t u r e space b o o k.](data:image/png;base64,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)
First convert the fraction into decimal value.
![2 over 3 equals space 0.66666 space left parenthesis r e c u r r i n g space d e c i m a l right parenthesis
t h e n space c o n v e r t space t h e space d e c i m a l space t o space p e r c e n t a g e space b y space space m u l t i p l y i n g space i t space b y space 100 space a n d space t h e n space a d d i n g space t h e space s y m b o l space percent sign.
0.6666 space cross times 100 space equals space 66.66 percent sign](data:image/png;base64,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Thus, Lucas spent 66.66% of the money gave by her grandfather.
Alternatively,
Lucas spent of the money,
Percentage of money spent =