Game conditional

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15 Questions about conditional staments

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Javier Cristóbal López

México

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Game conditional


Froggy Jumps Game conditionalVersión en línea 15 Questions about conditional staments por Javier Cristóbal López 1 If a number is divisible by 6, is it always divisible by 2? a Yes b No c Maybe 2 If a triangle is isosceles, does it have at least two equal angles? a Yes b No c Maybe 3 If a number is a perfect square, is its square root always an integer? a Yes b No c Maybe 4 If you solve the equation 2x + 5 = 13, will x be equal to 4? a Yes b No c Maybe 5 If you calculate the value of sin(90°), will you get 1? a Yes b No c Maybe 6 If you evaluate 2³ × 2⁴, will you get 2¹²? a Yes b No c Maybe 7 If a quadratic function had a negative leading coefficient and a positive discriminant, would its parabola open upward? a Yes b No c Maybe 8 If two lines had the same slope, would they always be perpendicular? a Yes b No c Maybe 9 If a number were both rational and irrational, would it be an integer? a Yes b No c Maybe 10 If you had used the formula for the perimeter of a rectangle as 2 × (length × width), would your answer have been correct? a Yes b No c Maybe 11 If you had used the formula for the area of a circle as πd² (where d is diameter), would your answer have been correct? a Yes b No c Maybe 12 12. If you had simplified √(a² + b²) as a + b, would that have been valid for all real numbers? a Yes b No c 13 13. If you had assumed that all prime numbers are odd, would you have been correct? a Yes b No c Maybe 14 If you had tried to calculate the cosine of 90° as 1, would that have been correct? a Yes b No c Maybe 15 If you had tried to take the logarithm of zero, would you have gotten a real number? a Yes b No c Maybe

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Game conditional

Froggy Jumps

Sobre esta actividad

Creada por

Descarga la versión para jugar en papel

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Game conditionalVersión en línea

por Javier Cristóbal López

If a number is divisible by 6, is it always divisible by 2?

If a triangle is isosceles, does it have at least two equal angles?

If a number is a perfect square, is its square root always an integer?

If you solve the equation 2x + 5 = 13, will x be equal to 4?

If you calculate the value of sin(90°), will you get 1?

If you evaluate 2³ × 2⁴, will you get 2¹²?

If a quadratic function had a negative leading coefficient and a positive discriminant, would its parabola open upward?

If two lines had the same slope, would they always be perpendicular?

If a number were both rational and irrational, would it be an integer?

If you had used the formula for the perimeter of a rectangle as 2 × (length × width), would your answer have been correct?

If you had used the formula for the area of a circle as πd² (where d is diameter), would your answer have been correct?

12. If you had simplified √(a² + b²) as a + b, would that have been valid for all real numbers?

13. If you had assumed that all prime numbers are odd, would you have been correct?

If you had tried to calculate the cosine of 90° as 1, would that have been correct?

If you had tried to take the logarithm of zero, would you have gotten a real number?