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There is given a table of Mark distribution 35-48, 49-60, 61-75, 76-88, 89-100No. Of students: 11, 25, 21, 9, 5Solution : Given that 10 students score 61, then rest (21-10)=11 students scores range 62 to 75.Though 76 to 100 are more than 62, so we took the number of rest students. So, total number of students who score 62 or more is (11+9+5)=25.Our answer is 25.

3/4 ≡ 3/4 x 100% = 75% Change in  = 75% - 30% = 45% Now,   45% capacity = 18 liter So,  100% capacity = 18 x 100 / 45 =  40 liter

x - 3y = 3    or,   x = 3y + 3 - - - - - - - (i) 2x + 9y = 11 or,   2(3y + 3) + 9y = 11 or,   6y + 6 + 9y = 11 or,   15y = 11 - 6 or,    y = 5/15 = 1/3 Now,   x = 3y + 3 = 3 x 1/3 + 3 = 4 So, (x, y) = (4, 1/3).

Here, Zing=zang zang=zongso  zang cant be zing

Here, B is the midpoint of AC and D is the midpoint of CD. So, AB = BC = CD = DE Now,  AC = AB + BC = 2AB And,   AD = AB + BC + CD = 3AB = 3/2 x 2AB = 3/2 AC So, AD = 3/2 x 100% of AC = 150% of AC.

We can make the following deductions from the given information:Since x > w and w > y, we can conclude that x > y.Since y > q, we can conclude that s > q.Since s > w and w > y, we can conclude that s > y.Therefore, the statements that must be true are:x > s or s > x (We cannot determine the relationship between x and s based on the given information. Therefore, this statement is not necessarily true.)s > q (This statement is true based on the given information.)x > y (This statement is always true based on the given information.So, the correct answer is options 2 and 3.

Points A, B & C make a right - angled triangle. The shortest distance between C & A is CA. Now,  CA = (AB2  + BC2)1/2  = (3002 + 4002)1/2 = 500 m

৮ + ৩ = ১১ ১১ + ৬ = ১৭ ১৭ + ১২ = ২৯ ২৯ + ২৪ = ৫৩ ৫৩ + ৪৮ = ১০১