All Questions ⁺⁰238062 Questions

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Fill in the blanks to make the statement true. Each number can be used at most once.
The function f(x) = sqrt(___) - 1/(x - ___)^2 has domain [___, ___] and range [___, ___].

booboo44 May 21, 2026, 12:34 AM

May 20, 2026

May 19, 2026

+1

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+5

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The average distance of Mercury from the Sun is 36 million miles. The distance varies by 7.5 million miles.
The minimum distance of Mercury from the Sun is ____ Text entry field 1 of 2 Enter answer here million miles, and the maximum read more ..

esthergalvez38 May 19, 2026

May 18, 2026

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+4

4*4

Melo.100 May 18, 2026

May 16, 2026

May 15, 2026

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+990

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Fill in the blanks to make a true statement.
The quadratic y = ax^2 + bx + c is plotted above. If a = ___, b = ___, and c = ___, then the discriminant of the quadratic is ___.

booboo44 May 15, 2026

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+1056

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Fill in the blanks to make a true statement.
The roots of the quadratic ___x^2 + ___x + ___ are ___ and ___.
Expanding (x + ___)(x + ___), we get x^2 + ___ x + ___.
Completing the square on read more ..

Hi6942O May 15, 2026

May 14, 2026

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+1056

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Fill in the blanks to make a true statement.
The roots of ___x^2 + ___x + ___ are ___ and ___.
Expanding (x + ___)(x + ___), we get x^2 + ___ x + ___.
Completing the square on x^2 + ___x + ___, read more ..

Hi6942O May 14, 2026

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+1056

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Find all numbers N between 800 and 900 for which the equation x^2 + 50x = N^2 has integer solutions.

Hi6942O May 14, 2026

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Fill in the blanks, so that the resulting expression can be factored as the product of two linear expressions:
12xy
8x
-5y read more ..

booboo44 May 14, 2026

May 13, 2026

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+990

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Fill in the blanks with rational numbers.
\frac{1}{\sqrt{2}} + \sqrt{5} + \sqrt{7} = ___ \sqrt{2} + ___ \sqrt{5} + ____ \sqrt{7} + ____ \sqrt{10} + ___ \sqrt{14} + ____ \sqrt{35} + ____ \sqrt{70}
\frac{1}{\sqrt{2}} + \sqrt{3} read more ..

booboo44 May 13, 2026

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+990

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Fill in the blank with rational numbers
\frac{1}{2} + \sqrt{5} = ___ + ___ \sqrt{5}
\frac{1}{2} + \sqrt[3]{5} = ____ + ___ \sqrt[3]{5} + ___ \sqrt[3]{25}
\frac{1}{2} + \sqrt[3]{25} = ____ + ___ \sqrt[3]{5} + ___ \sqrt read more ..

booboo44 May 13, 2026

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+990

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Fill in the blanks, so that all the quadratic equations have integer roots.

booboo44 May 13, 2026

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