Multiplication of Rational Expressions
Trending Questions
Solve the quadratic equation .
Solve the quadratic equation by factorisation.
Solve the following quadratic equation by factorisation:
If x+y+z=0
then x3+y3+z3 =___?
-3xyz
0
2xyz
3xyz
Without finding the cubes, factorise:
(x−2y)3+(2y−3z)3+(3z−x)3
The set of values of for which the inequalities hold simultaneously, is
√10×√15 is equal to
A) 6√5
B) 5√6
C) √25
D) 10√5
Factorize .
Solve the quadratic equation for .
Question 3(v)
Find the value of:
{(−23)−2}2
Solve
Solve the following system of linear equations for
Find the value of 4(216)−23+1(256)−34+2(243)−15
If , then is equal to
2
4
9
3
Solve for the value of .
Solve and give your answer correct to two decimal places.
The quadratic equations has
only positive solutions
only negative solutions
no solution
both positive and negative solutions
Question 180(vi)
Simplify :
(3−2)2×(52)−3×(t−3)2(3−2)5×(53)(−2)×(t−4)3
Solve the following quadratic equation by the formula method
- −1a+1
- 11−a
- 1a+5
- −1a+5
- 1
- 2
- 4
- 3
- (x−5)(x−6)
- (x−6)(x−5)
- (x+5)(x−6)
- (x−5)(x+6)
25×t−45−3×10×t−8(t≠0)
Solve the equation.
- 1
- 3x+24x+3
- 3x−24x−3
- None of the above
Solve:
If true then enter 1 and if false then enter 0
- −3(x+3)4(x−3)
- −3(x−3)4(x+3)
- −4(x−3)3(x+3)
- −4(x+3)3(x−3)
12m3+6m2−6m