By solving the equation 4⁄4x - 3 = 12, the value of 'x' will be

By solving the equation a⁄6 - 4 = 8, the value of 'a' will be

If John has 'y' dollars and each chocolate candy is of ten cents then the number of chocolate candies John can buy is

Considering the formula 1⁄w = 1⁄x + 1⁄y + 1⁄z, then if x = 5, y = 10, and z = 15, the value of 1⁄w is

On solving the equation -9m - 48 = -75, the value of 'm' will be

By solving the equation 4(a + 5) = 80, the value of 'a' must be

By solving the inequality 10a < 50, the answer will be

By solving the inequality 4.5a < 18, the answer will be

If 12 is added into a certain number and result is then divided by 2, the result is 20 then the derived equation will be

By solving the equation -y⁄9 - 6 = 14, the value of 'y' is

Considering the formula c = b²⁄a - b, then if the value of a = -20 and b = -10, the value of c is

The four handbags and three school bags costs $2000 and cost of handbag is thrice as much as schoolbags. If cost of school bag is 'a' then the derived equation will be

If 'a' denotes the unknown value and is increased by 2, the result will be 12 then the equation for this statement will be

By solving the equation 5z + 8 = 18, the value of z will be

Jennifer and Joseph together have $If Jennifer gives Joseph $20 then Joseph will have twice as much money as Jennifer. The original amount of money Jennifer and Joseph have is

By solving the equation √x + 3 = 0, the value of 'x' will be

If a necklace is bought for $x and sold for $y then the profit is

If cost of one theme cake is $200 and cake shop has sold 6 cakes a day then the total sales of cake shop 3 days will be

By solving the equation c³-125 = 0, the value of 'c' will be

If sum of 4 consecutive numbers is 98 then the equation derived for this statement can be written as