Equation 2x β 5y =7 has solution(s). *
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Unique
infinite
two solution
no solution
Which is best suited for multiplying binomials? *
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Grid method
long division method
long multiplication method
Foil method
Equation 2a β 5b = 7 has: *
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A unique solution
two solution
many solution
no solution
(2a + b) is a expression. *
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geometrical
trinomial
polynomial
binomial
x β 5 = 3, is a linear equation with variable. *
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two
five
one
half
A rational number is a number that can be expressed in the form of: *
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a Γ· b
a Γ b
a +b
a β b
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4y = 5x β 6 and 3y = 7 β 2x are two simultaneous equations. The value of y in terms of x is: y = 7x β 13. *
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not always
sometimes
not true
true
These two equation do not have any proper solutions: 4x β 2y = 5 and 2x β y = 2.5 *
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Sometimes
true
not true
cannot be solved
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The Foil Method is appropriate only when multiplying linear binomials. *
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3
2
6
4
If 9x β 6y = 18, then 3x β 2y = *
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3
2
6
4
Multiplication of polynomial is based on the law. *
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distributive
commutative
associative
a and c both
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An equation with a single variable will always have unique answer. *
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coefficient
variable
polynomial
constant