Broddett Bello Abatayo

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Problem No. 458. The segment from (1,4) to (2,2) is extended 3 times its own length. The terminal ..

Problem No. 457. Determine the coordinates of a point which is 3/5 from point (2, 5) and (3,5).

Problem No. 456. If (2, 4) is the midpoint of (6, 7) and (x,y) then the values of x and y are

Problem No. 455. The line segment connecting (x,6) and (9,y) is bisected by the point (7,3).

Problem No. 454. Find the coordinates of a point equidistant from (1,-6), (5,-6) and (6,-1).

Problem No. 453. If the distance between points (3,y) and (8,7) is 13, then y is equal to

Problem No. 452. Find the distance between (4,-3) and (-2,-5).

Problem No. 451. The linear distance between -4 and 17 on the number line is

Problem No. 111. Given the equation 3x^2 + Bx + 12 = 0 What is the value of B

Problem No. 110. What is the discriminant of the equation 4𝑥^2 = 8x - 5?

Problem No. 109. Which of the following is a root of this quadratic equation, 30x^2 + 49x + 20 = 0

Problem No. 108. If 1/3 and -3/2 are the roots of a quadratic equation, then the equation is

Problem No. 105. Find the value of x in the equation 24𝑥^2 + 5x – 1 = 0

Problem No. 106. Determine k so that 4𝑥^2+𝑘𝑥+1=0 have one real solution

Problem No. 103. Find “a” in the equation 𝑎^8−17𝑎^4+16=0

Problem No. 104. Solve for "x" in 6𝑥^2−7𝑥−5=0

Problem No. 102. Finding one root in quadratic equation

Problem No. 101. The equation whose roots are the reciprocal of the roots of 𝐴𝑥^2+𝐵𝑥+𝐶=0

Problem No. 96. The Remainder Theorem. Find a and b.

Problem No. 95. Remainder Theorem. Find k

Problem No. 94. Remainder Theorem

Problem No. 84. If x to the ¾ power equals 8, x equals