Three consecutive integers are selected. The square of the middle one is subtracted from the sum of the squares of the other two, to give a result of 38. Find the smallest number.

Three consecutive integers are selected. The square of the middle one is subtracted from the sum of the squares of the other two, to give a result of 38. Find the smallest number.

A rectangular auditorium seats 2464 people. The number of seats in each row exceeds the number of rows by 12. Find the nynberof seats in each row

x2 +3√2 x —5=0 * the X is not part of the 2 *

Having trouble with this question. Please show me how to work it out. I have 4 more like this.

I CANT SOLVE TEATCHER DIDNT LECTURE THIS PLEASE HELP ME

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find values for no solution and write answer as an inequality 3x^2+3x+k=0

construct a quadratic equation for which -3 and 5 are solutions.

the x is squared in (x2-x-30) and the 2x is squared in (2x2+ 7x -4)

1)-Let f(x)=|x^2-9|-|x-a|. Then the number of integers in the range of a do that f(x)=0 has 4 distinct real root is k . Then find the sum of the digit of K. Ans-8 2)-Find the sum of all integral...

1. construct a quadratic equation that has -400 and 70 as its solutions. 2. Construct a quadratic equation that only has 70 as its solution

I am having trouble with a question on one of my assignments. So I have to find the Minimum Height to hold a capacity of 93.75L. (Volume) All I know is the length is going to be 15 metres....

the height is 6 feet more than the base

A batter hits a baseball in such a way that its path is described by the parabolic function: y = − 0.00126875x2 + 0.5x + 3. A fence of varying height surrounds the baseball ?eld. Given the...

Write the function of the form y = ax^2 + bx + c whose graph passes through the three given points: (1, 2), (0, 4), (–1, 4).

Find the x-intercepts of the graph of: y= 2x2 - 18x - 6.

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There is a swimming pool, there are 1m^2 tiles surrounding it, how many tiles will it take up to fill up the spaces if the side length of the square swimming pull is 8m?

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