 # Get help with geometry similarity problems

Recent questions in Similarity Tyra 2020-11-16 Answered

### A conical tank is of height 12 m and surface diameter 8m. Water is pumped into the tank at the rate of $$\displaystyle{50}\frac{{m}^{{3}}}{{\min}}$$. How fast is the water level increasing when the depth of the water is 6 m? Marvin Mccormick 2020-11-08 Answered

### To determine:The difference and similarity between the graphs of the equations $$\displaystyle\frac{{{x}^{{2}}}}{{9}}-\frac{{{y}^{{2}}}}{{1}}={1}{\quad\text{and}\quad}\frac{{{\left({x}-{3}\right)}^{{2}}}}{{9}}-\frac{{{\left({y}+{3}\right)}^{{2}}}}{{1}}={1}$$ beljuA 2020-11-08 Answered

### Proving Similarity in the figure DEFG is a square. Prove the following: $$\displaystyle\triangle{A}{D}{G}\sim\triangle{F}{E}{B}$$ Given: The given figure is,  Armorikam 2020-11-06 Answered

### Show the similarity $$\displaystyle\int\frac{{{x}}}{{{\left({x}^{{2}}+{a}^{{2}}\right)}^{{m}}}}{\left.{d}{x}\right.}=\frac{{{1}}}{{{2}{\left(-{m}+{1}\right)}{\left({x}^{{2}}+{a}^{{2}}\right)}^{{{m}-{1}}}}}+{C}$$ using the substitution $$\displaystyle{u}={x}^{{2}}+{a}^{{2}}$$. Also check that the integration is correct by deriving the answer. ankarskogC 2020-11-05 Answered

### Triangle MPT with $$\displaystyle\overline{{{N}{R}}}{\mid}{\mid}\overline{{{M}{T}}}$$ is shown below. The dimensions are in centimeters. Which measurement is closest to the length of $$\displaystyle\overline{{{R}{T}}}$$ in centimeters? 1)1.4 2)1.8 3)3.4 4)4.3 Cabiolab 2020-11-01 Answered

### To calculate:The ratio of line AB and BC. Given information: The following diagram is given  Tahmid Knox 2020-11-01 Answered

### Proving Similarity In the figure CDEF is a rectangle. Prove that $$\displaystyle\triangle{A}{B}{C}\sim\triangle{E}{B}{F}$$. Given: The given figure is,  Maiclubk 2020-10-31 Answered

### Determine whether $$\displaystyle\triangle{A}{B}{C}{\quad\text{and}\quad}\triangle{D}{E}{F}$$ are similar for each set of measures. If so, identify the similarity criterion. 1.$$\displaystyle{m}\angle{A}={20},{m}\angle{C}={20},{m}\angle{D}={40},{m}\angle{F}={40}$$ 2.$$\displaystyle{m}\angle{A}={20},{m}\angle{C}={4}{u},{m}\angle{D}={20},{m}\angle{F}={40}$$ 3.$$\displaystyle{A}{B}={20},{B}{C}={40},{m}\angle{B}={53}$$, $$\displaystyle{D}{E}={10},{E}{F}={20},{m}\angle{E}={53}$$ Daniaal Sanchez 2020-10-28 Answered

### Using Similarity Express x in terms of a, b, and c. Given: The given pair of triangles is similar. The given pair of triangle is,  avissidep 2020-10-28 Answered

### An inverted cone (base above the vertex) is 2 m high and has a base radius of $$\displaystyle\frac{{1}}{{2}}$$ m. If the tank is full, how much work is required to pump the water to a level 1 m above the top of the tank? chillywilly12a 2020-10-28 Answered

### Describe one similarity and one difference between the definitions of $$\displaystyle{\sin{{0}}},{\quad\text{and}\quad}{\cos{{0}}}$$, where 0 is an acute angle of a right triangle. Carol Gates 2020-10-27 Answered

### To check: whether the triangles are similar. If so, write a similarity statement. Given: The given triangles are:  abondantQ 2020-10-27 Answered

### Draw a graph for the original figure and its dilated image. Check whether the dilation is a similarity transformation or not. Given: The given vertices are original $$\displaystyle\rightarrow{A}{\left({2},{3}\right)},{B}{\left({0},{1}\right)},{C}{\left({3},{0}\right)}$$ image $$\displaystyle\rightarrow{D}{\left({4},{6}\right)},{F}{\left({0},{2}\right)},{G}{\left({6},{0}\right)}$$ pedzenekO 2020-10-27 Answered

### Check whether the given dilationis a similarity transformation or not. Given: The given dilation is  Globokim8 2020-10-27 Answered

### Are pairs of triangles similar? Given information:  coexpennan 2020-10-27 Answered

### Given $$\displaystyle\triangle{D}{E}{F}{\quad\text{and}\quad}\triangle{E}{G}{F}$$ in the diagram below, determine if the triangles are similar. If so, write a similarity statement, and state the criterion used to support your claim.  Phoebe 2020-10-26 Answered

### Describe one similarity and one difference between the graphs of $$\displaystyle\frac{{x}^{{2}}}{{9}}-\frac{{y}^{{2}}}{{1}}={1}{\quad\text{and}\quad}\frac{{{\left({x}-{3}\right)}^{{2}}}}{{9}}-\frac{{{\left({y}+{3}\right)}^{{2}}}}{{1}}={1}$$. Cheyanne Leigh 2020-10-23 Answered

### Proving Similarity in the figure DEFG is a square. Prove the following: $$\displaystyle{D}{E}=\sqrt{{{A}{D}\cdot{E}{B}}}$$ Given: The given figure is,  Falak Kinney 2020-10-23 Answered

### Describe one similarity between the zero vector and the number 0. preprekomW 2020-10-23 Answered

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