Примери за използване на Equation has на Английски и техните преводи на Български
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Colloquial
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Official
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Medicine
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Ecclesiastic
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Ecclesiastic
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Computer
This equation has solution.
The remaining third quadratic equation has non-real roots.
This equation has for solution.
Find the values of k for which the equation has no real roots.
This equation has roots.
Find the values of k for which the equation has no real roots.
This equation has solution.
There are two values of for which the equation has only one solution for.
The equation has 3 solutions.
Now this quadratic equation has solutions.
This equation has three choices.
Show that, for any there exists such that the equation has more than solutions.
This equation has a solution.
Give two examples of values of b for which the equation has two imaginary solutions.
This equation has solutions.
This quadratic equation has solutions.
The equation has actually three real roots?
This differential equation has the solution.
The equation has two negative real roots.
The first player wins iff the equation has two distinct rational roots.
This equation has four factors, a little bit of multiplication.
This quadratic equation has real roots.
This equation has only one solution.
Find all positive integer such that the equation has positive integer solutions. S 3.
Such an equation has only one solution.
This quadratic equation has the solution.
Show that an equation has at least one/ exactly one root.
Characteristic equation has two real roots.
Prove that the equation has at least different solutions with natural numbers and.
Conditional equation has only one solution.