Question
(a) Amit used to be on the playground 412 times as much as his brother. Now he cut down 113 of the time he used to be on the playground as much as his brother. How much time does he spend on the playground when compared to his brother?
(b) The sum of two rational numbers is −58. If one of the numbers is −611, find the other number.
(c) Find x such that −38 and x−24 are equivalent fractions.
[3 MARKS]
(b) The sum of two rational numbers is −58. If one of the numbers is −611, find the other number.
(c) Find x such that −38 and x−24 are equivalent fractions.
[3 MARKS]
Answer:
:
Each part: 1 Mark
(a) Amit played 412=92times of his brother.
He cut down his play by113=43
The duration Amit plays now
= 92−43=196=316.
So,now Amit plays 316 times as his brother.
(b) Let the number be x.
−611+x=−58
x=−58−−611
x=−58+611
x=−788
(c) For−38 and x−24 to be equivalent.
⇒−38=x−24
⇒x=−3×−248
⇒x=−3×−31=9
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:
Each part: 1 Mark
(a) Amit played 412=92times of his brother.
He cut down his play by113=43
The duration Amit plays now
= 92−43=196=316.
So,now Amit plays 316 times as his brother.
(b) Let the number be x.
−611+x=−58
x=−58−−611
x=−58+611
x=−788
(c) For−38 and x−24 to be equivalent.
⇒−38=x−24
⇒x=−3×−248
⇒x=−3×−31=9
Was this answer helpful ?
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