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Multiply. (Simplify your answer completely.) – 5p² .p²-9 p2 - 4p - 21 20p Multiply. (Simplify your answer completely.) 2y2 – 8y.7+4 y2 + 8y + 16 16y Multiply. (Simplify your answer completely.)
Multiply. (2 + 7i)(8 + i) (2 + 71)(8 +i)= (Simplify your answer. Type your answer in the form a + bi.)
Multiply and simplify. (3n)2 (3n) 8
1. Add, subtract, or multiply as indicated. Simplify completely. (4 pts) (x - 4) - (x2 – 3x + 4) a. b. (4 pts) (x + 5)(x2 + 2x) C. (4 pts) (x - 2)2 2. Solve each equation using any method. (4 pts) 2x2 + 4x - 30 = 0 a. b. (4 pts) (x - 3)2 = 16 C. (4 pts) x² - 4x = 6 d. (4 pts) x2 = 81 e. (4 pts) 72x = 8x2...
Simplify the following expressions. (rationalize the denominator) 3+V5-V7
1. Solve the differential equation and simplify your answer completely. wo 10 ° ) dt 2. Solve the initial value problems of the differential equation and simplify your answer completely. (x+1) dy – 2(x+ + x)y -,x>-1, y(0) = 5 dx x+1
3,,-2 4. Multiply: (3u3v4) (-3uv2 2 5. Simplify (positive exponents) -9 x y Simplify (positive exponents)--14.9 I i TAM
Multiply and simplify: 3V5(2V8+ 4/12)
#1. Simplify without negative exponents te 9y #2. Perform and simplify completely 6+3N3 Perform and simplify x-4 x -5x+6 x +2x 2x6x #3. x+2x 2x-6 #4. Perform and simplify 2 #1. Simplify without negative exponents te 9y #2. Perform and simplify completely 6+3N3 Perform and simplify x-4 x -5x+6 x +2x 2x6x #3. x+2x 2x-6 #4. Perform and simplify 2
Use the definition of the logarithmic function to find x. (Simplify your answer completely.) (a) log (8) = 1 2 X= (b) log (S) = X =