Question

Complete the table. Use long pad as your answer sheet. No. Given Quadratic Equation 1. $x(x+5) = 2$ 2. $(s+6)^2 = 15$ 3. $(t-2)^2 + (t-3)^2 = 9$ 4. $(2r + 3)^2 + (r + 4)^2 = 10$ 5. $(m-4)^2+(m-7)^2=15$ a b c $X_1$ $X_2$ $X_1 + X_2$ $X_1 \times X_2$

          Complete the table. Use long pad as your answer sheet.
No. Given
Quadratic
Equation
1.
$x(x+5) = 2$
2.
$(s+6)^2 = 15$
3.
$(t-2)^2 + (t-3)^2 = 9$
4.
$(2r + 3)^2 + (r + 4)^2 = 10$
5.
$(m-4)^2+(m-7)^2=15$
a
b
c
$X_1$
$X_2$
$X_1 + X_2$
$X_1 \times X_2$

Complete the table. Use long pad as your answer sheet.
No. Given
Quadratic
Equation
1.
x(x+5) = 2
2.
(s+6)^2 = 15
3.
(t-2)^2 + (t-3)^2 = 9
4.
(2r + 3)^2 + (r + 4)^2 = 10
5.
(m-4)^2+(m-7)^2=15
a
b
c
X1
X2
X1 + X2
X1 × X2

Added by Ricky M.

Elementary and Intermediate Algebra

Alan S. Tussy, R. David Gustafson 5th Edition

Instant Answer

Solved by Expert Piyush Kumar Gupta

Step 1

Then we square 12, which equals 144. So, X1 = 144. For Equation 2: (-2)^2 = 4 We square -2, which equals 4. So, X2 = 4. For Equation 3: (-3)^2 = 9 We square -3, which equals 9. So, X3 = 9. For Equation 4: (2r + 3)^2 + (4)^2 = 10 We need to solve for r in this Show more…

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Complete the table. Use the long number pad as your answer sheet. Given Quadratic Equation: X(x+5) Equation 1: (6+6)^2 = 15 Equation 2: (-2)^2 = 4 Equation 3: (-3)^2 = 9 Equation 4: (2r + 3)^2 + (4)^2 = 10 Equation 5: (m-4)^2 + (m-7)^2 = 15 X1 X2 X3 X4 X5