How does NASA take pictures of planets?
Space & Navigation“The camera is what we call a push-frame visible imager. ‘Push-frame’ means it acquires an image a few strips at a time, which is desirable when your camera is mounted on a spinning spacecraft. We build up the long dimension of each image using the spacecraft spin to carry the camera field of view across
What are 3 undefined terms in geometry?
Space & NavigationIn Geometry, we have several undefined terms: point, line and plane. From these three undefined terms, all other terms in Geometry can be defined. What are the undefined in geometry? We’ve learned that in geometry, there are four undefined terms. Undefined terms are those terms that don’t require a formal definition. The four terms are
What are complex numbers in algebra 2?
Space & NavigationIf we solve a quadratic equation and arrive at a solution as: z1=2+√−4. This is known as a complex number and consists of two parts – a real part (2) and an imaginary part (root of -4). A complex number is often designated as z. What is a complex number in math? Complex numbers are
What does partition mean in fractions?
Space & NavigationIn this lesson students learn to recognize shapes that are partitioned into equal parts and relate those shapes to basic fractions. Students learn that partition means to divide something into parts or sections. $2.99. How do you partition fractions? Video quote: These are equal parts when a shape is broken into equal pieces we can
What is the cork cell?
Space & NavigationMature cork cells are plant cells that form the protective water-resistant tissue in the outer covering of stems or trunks. Cork cells are genetically programmed not to divide, but instead to remain as they are, and are considered dead cells. What is cork cell and its function? Cork cells are dead cells without having intercellular
Is the converse of Cpctc always true when you apply it to triangles?
Space & NavigationWhat is the converse of Cpctc? The converse of CPCTC says that if you have two triangles where you know all six pairs of corresponding parts are congruent, then the two triangles must be congruent. To demonstrate this idea, you will find a series of rigid motions (isometries) to map one such triangle onto another.