Evaluate: 176×176−124×124
15400
15600
16500
12280
Given:
176×176−124×124
=1762−1242
=((176+124)(176−124) [∵a2−b2=(a+b)(a−b)]
=300×52
=15600
∴176×176−124×124=15600
Hence, Option B is correct.
Evaluate the determinant Δ=∣∣ ∣∣124−130410∣∣ ∣∣
Question 124 (i)
Evaluate the following, using distributive property. −39×99
Question 124 (iii)
Evaluate the following, using distributive property. 53×(−9)−(−109)×53
Question 124 (iv)
Evaluate the following, using distributive property. 68×(−17)+(−68)×3