Jim got 11 more sweets over Bridget.
Step-by-step explanation:
Given,
Bridget, Jim, Krutika got the sweets in the ratio of 2:3:3
Bridget got 22 sweets.
To find how many more sweets does Jim get over Bridget
Let,
Number of sweets they got 2x, 3x, 3x respectively
According to the problem,
2x = 22
or, x = 11
So, Jim got 33 sweets.
Jim got (33-22) = 11 more sweets over Bridget.
By interpreting the ratio 2:3:3 and using Bridget’s share of 22 sweets, it is calculated that Jim gets 11 more sweets than Bridget.
The problem involves sharing sweets between Bridget, Jim, and Krutika in the ratio 2:3:3. Given that Bridget gets 22 sweets which corresponds to the '2' part of the ratio, we need to find what the '3' part (which is what Jim gets) corresponds to. This can be found out by dividing the total sweets Bridget receives by 2 and then multiplying the result by 3.
First, divide 22 (Bridget's sweets) by 2, which equals 11. This represents the '1' portion of the ratio. Multiply this '1' portion (11) by 3 to find out how many sweets Jim gets. 11 multiplied by 3 equals 33. Therefore, Jim gets 33 sweets. Now, how many more sweets Jim gets over Bridget can be calculated by subtracting the number of Bridget's sweets from Jim's sweets. Hence, 33 minus 22 equals 11.
So, Jim gets 11 more sweets over Bridget.
#SPJ3
Square root x=13
x=169
Hope you get it!
To solve the equation x^2√x-8+2=7, follow these steps: combine like terms, square both sides, simplify, take the cube root, and simplify again to find x = 3.
To solve the equation x2√x-8+2=7, we need to isolate the variable x. Here are the steps:
Therefore, the solution to the equation is x = 3.
#SPJ11
2). f (6) if f(x) =2x
3). f(4) if f(x) =5x-4
need help with all 3 questions step by step