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IIFT 2018 Quantitative solution Part -3

At the foot of the mountain, the angle of elevation of the summit at the top of the mountain is 450. After ascending 100 m, at a slope of 30 up the mountain towards the summit, the angle of elevation of the summit is 60 . Find the height of the summit. a. 50 (V3 +1)m b. 50(V5 + 1)m c. 50(v3 +2m d. 50V3mm

At the foot of the mountain, the angle of elevation of the summit at the top of the mountain is 450. After ascending 100 m, at a slope of 30 up the mountain towards the summit, the angle of elevation of the summit is 60 . Find the height of the summit a. 50 (V3 + 1)m b. 50 (v5+ 1)m c. 50 (V3 + 2)m d. 50V3m 60 M S 5D 30

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At the foot of the mountain, the angle of elevation of the summit at the top of the mountain is 450. After ascending 100 m, at a slope of 30 up the mountain towards the summit, the angle of elevation of the summit is 60 . Find the height of the summit c. 50 (V3 + 2)m d. 50V3m M S 5D 30 Ub

log2 x log-2 = 1082 2; then the value of x ? a. 2 64 16 b. 4 c. 12 d. 16

log2 x x logx 2 - log x 2; then the value of x-? d. 16 64 16 b. 4 c. 12 (A) RL 2 GM 2 2 2 2 2 2

log2 x log 2 = log b. 4 2; then the value of x ? d. 16 64 16 c. 12 a 2 2 2 16 6u

log2 x log 2 = log b. 4 2; then the value of x ? d. 16 64 16 c. 12 a 2 2 16 2 6u 2

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