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Answers
1. 1) 26\times (-48)+(-48) \times (-36)=-48026×(−48)+(−48)×(−36)=−480
2) 625\times (-35)+(-625) \times (65)=-62500625×(−35)+(−625)×(65)=−62500
Step-by-step explanation:
To find : The product using suitable property ?
Solution :
1) 26\times (-48)+(-48) \times (-36)26×(−48)+(−48)×(−36)
Applying distributive property,
ab+ac=a(b+c)ab+ac=a(b+c)
Here, a=-48 , b=26 and c=-36
26\times (-48)+(-48) \times (-36)=-48(26+(-36))26×(−48)+(−48)×(−36)=−48(26+(−36))
26\times (-48)+(-48) \times (-36)=-48(26-36)26×(−48)+(−48)×(−36)=−48(26−36)
26\times (-48)+(-48) \times (-36)=-48(-10)26×(−48)+(−48)×(−36)=−48(−10)
26\times (-48)+(-48) \times (-36)=-48026×(−48)+(−48)×(−36)=−480
2) 625\times (-35)+(-625) \times (65)625×(−35)+(−625)×(65)
Applying distributive property,
ab+ac=a(b+c)ab+ac=a(b+c)
Here, a=625 , b=-35 and c=65
625\times (-35)+(-625) \times (65)=625(-35+(-1) \times (65))625×(−35)+(−625)×(65)=625(−35+(−1)×(65))
625\times (-35)+(-625) \times (65)=625(-35-65)625×(−35)+(−625)×(65)=625(−35−65)
625\times (-35)+(-625) \times (65)=625(-100)625×(−35)+(−625)×(65)=625(−100)
625\times (-35)+(-625) \times (65)=-62500625×(−35)+(−625)×(65)=−62500
2. -24
3.
Answer:
1) -264
2) -24
3) -225
4) -3900
5) -216
6) 2
7) 1.75
8) 7.7777777778
9) 20.1666666667
10) 1.30666666667
11) 9.624
12) 0.21105
13) 395200
14) 7.263
15)787.5667
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