Advertisements
Advertisements
प्रश्न
Find the unit digit of the numeric expression: 1623 + 7148 + 5961
उत्तर
In 1623, the unit digit of base 16 is 6 and the power is 23 ...(odd power)
Therefore, unit digit of 1623 is 6
In 7148, the unit digit of base 71 is 1 and the power is 48 ...(even power)
Therefore, unit digit of 7148 is 1
Also in 5961, the unit digit of base 59 is 9 and the power is 61 ...(odd power)
Therefore, unit digit of 5961 is 9
Sum of the unit digits = 6 + 1 + 9 = 16
∴ Unit digit of the given expression is 6.
APPEARS IN
संबंधित प्रश्न
If a = 3 and b = 2, then find the value of the following.
aa – bb
If a = 3 and b = 2, then find the value of the following.
(a – b)a
When the unit digit of the base and its expanded form of that number is 9, then the exponent must be ____________ power.
Match the following:
Group A Exponential form |
Group B Unit digit of the number |
(i) 2010 | (a) 6 |
(ii) 12111 | (b) 4 |
(iii) 44441 | (c) 0 |
(iv) 25100 | (d) 1 |
(v) 71683 | (e) 9 |
(vi) 729725 | (f) 5 |
Find the unit digit of expanded form.
10012
Find the unit digit of expanded form.
2921
Find the unit digit of expanded form.
1912
Find the unit digit of expanded form.
2425
The unit digit of (32 × 65)0 is
Find the unit digit of 124128 × 126124