Cost of two types of pulses is Rs.12 and Rs, 17 per kg, respectively. If both the pulses are mixed together in the ratio 2:3, then what should be the price of mixed variety of pulses per kg?
(17 – x)/(x – 12) = 2/3 51 – 3x = 2x – 24x 5x = 75 x = 15 Therefore, price of mixed variety of pulses = Rs 15 per kg
(106 + 14)/15 = ?/5
(3984 ÷ 24) x (5862 ÷ 40) = ?
5(? + 2)Â =Â 3125Â
(〖(0.5)〗^(1/3) × 〖(1/125)〗^(1/4) × 〖25〗^(1/6) ×〖(6.25)〗^(2/3))/(〖(2.5)〗^(2/3) × 5^(-1/2) × 〖(1/5)〗^(-2)×〖3125ã...
√0.49 + √6.25 + √1.44 + √1.21 =? % of 125
(22² × 8²) ÷ (92.4 ÷ 4.2) =? × 32
{(522 – 482 ) ÷ (27 + 73)} × 35 = ?% of 17
140% of 1270 + 60% of 2085 = 1881 + ‘?’% of 287
1231 + 1312 + 2113 – 3211 = ?
60% of 3050 + 80% of 6050 =?
