![kaydrama2003](/avatars/47086.jpg)
kaydrama2003
08.12.2020 •
Mathematics
Draw an involute of the of a circle when unwounding a rope. The circle diameter is 40mm. Also draw tangent and normal 100mm away from the centre of the circle.
Solved
Show answers
More tips
- F Family and Home How to Properly Fold Napkins in a Napkin Holder?...
- A Auto and Moto What is the Average Lifespan of an Engine in a Car?...
- P Photography and Videography Understanding HDR: How It Works and Why You Need It...
- P Photography and Videography How to Choose the Perfect Photo Paper for Your Images?...
- C Computers and Internet How to Choose an Uninterruptible Power Supply (UPS) for Your Computer: Expert Tips...
- S Science and Technology How to choose a home theater system?...
- A Auto and Moto How to Choose a Car Wash? Tips and Recommendations...
- A Animals and plants How ants survive winter: exploring the secrets of their winter life...
- C Construction and repair How to Choose the Best Underfloor Heating?...
- S Sport When is the Champions League final?...
Answers on questions: Mathematics
- M Mathematics List 4 factors a lending institution might use when determining your eligibility for a home loan...
- M Mathematics Una persona quiere guardar 1000 fotos de igual peso más un video de 250 MB; pero su disco externo tiene disponibles 2000 MB capacidad insuficiente para realizar...
- M Mathematics During track practice, carter walks for 200 m each time after he jogs for 800 m. if he jogged for 7,200 m during today s practice, how many meters did he walk?...
- M Mathematics What is the solution to the equation ? p = –6 p = p = –4 p =...
- M Mathematics The trough in the figure is to be made to the dimensions shown. Only the angle can be varied. What value of will maximize the trough s volume?...
- F French Select the verb form that correctly completes the conversation. víctor: qu’est-ce que tu fais d’habitude le weekend? laurent: moi et mes amis, on du hockey sur...
Ответ:
where a for vertical stretches, b is for horizontal stretches, h is the x value of the vertex, and k is the y value of the vertex.
The vertex of the is (-3, -2), so we can write the first part of the equation:
To determine if the graph has any stretches, we can check how changes to the x coordinate affect the y value. If there are no stretches, as the x coordinate moves away from the vertex, the y coordinate should be x^2 from the vertex. If we test with a couple points on the graph, wee see that this is true, so there are no stretches. The answer is: