MENTAL MATHS CLASS 7
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−102 − (−92)
= −102 + 92 = −10 -
4 − 5 + 6 − 7 − (−4)
= 4 − 5 + 6 − 7 + 4 = 2 -
72 and −190
= 72 + (−190) = −118 -
1800 + 60 + (−20)
= 1800 + 60 − 20 = 1840 -
55 + (−7 × 5) − 12
= 55 − 35 − 12 = 8 -
Subtract the sum of −1777 and 777 from 4000
Sum = −1777 + 777 = −1000
4000 − (−1000) = 5000 -
−502 + 605 + (−120)
= −502 + 605 − 120 = −17 -
How many integers are greater −12 but less than −7
Integers: −11, −10, −9, −8 → 4 integers -
Additive inverse of 375 − (115 + 160)
375 − (115 + 160) = 375 − 275 = 100
Additive inverse of 100 = −100 -
(−225) × 550 + 1225 × 550
= (−225 + 1225) × 550 = 1000 × 550 = 550000 -
Two integers with difference 6 and sum −18
Let the integers be x and y:
x + y = −18, x − y = 6 → Solving, x = −6, y = −12
Answer: −6 and −12 -
1 − 2 + 3 − 4 + 5 − 6 + ... + 16
Grouping pairs: (1−2)+(3−4)+(5−6)+...+(15−16) = (−1)+(−1)+... = 8 pairs × (−1) = −8 -
Product of first 3 multiples of 5
5, 10, 15 → 5 × 10 × 15 = 750 → 750 -
(−125) × (−537) × (−8)
= Positive × Negative = −537000 -
Odd integers < 100 multiple of 3 & 5 (i.e., 15)
Multiples of 15 < 100: 15, 45, 75 → all odd → 3 -
Subtract the sum of (−1032) and 878 from −34
Sum = −1032 + 878 = −154
−34 − (−154) = −34 + 154 = 120 -
−1999 − 1999 × 99
= −1999 − (1999 × 99) = −1999 × (1 + 99) = −1999 × 100 = −199900 -
(−3) + (−12) ÷ (−4) − 3 × (−3)
= −3 + 3 − (−9) = −3 + 3 + 9 = 9 -
32 − [32 − (32 − (32 − 32))]
Inner to outer:
= 32 − [32 − (32 − 0)]
= 32 − [32 − 32]
= 32 − 0 = 32 -
Three × (one less than difference of 19 and 5)
Diff = 14, one less = 13 → 3 × 13 = 39 -
Some number added to −11 = 37
Number = 48
48 ÷ (−12) = −4
−4 × (−8) = 32 -
90 ÷ (90 ÷ (90 ÷ 3))
= 90 ÷ (90 ÷ 30) = 90 ÷ 3 = 30 -
100 − 8000 ÷ 40 + 95
= 100 − 200 + 95 = −105 + 95 = −10 -
90 − (−3) × (−3) × (−3)
= 90 − (−27) = 90 + 27 = 117
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