What Are The Values Of M And In The Diagram Below

What is the value of x in the diagram below. In the small triangle 8 is the short leg and m is the hypotenuse.

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Given that the student takes music write down the probability the student takes dent events.

What are the values of m and in the diagram below. Ernb s 3 15 5 4 a i write down the value of s. Value of q the value of p and of r. How do you figure out what your strengths and weaknesses are.

What is x in the diagram below. 727 hi bunuel i am confused about what the 7 is referring to. In the diagram what is the value of x.

2sqrt3 i know we arent supposed to solve this through any use of trigonometry rules but im not sure how to go about solving this within 2 minutes. I cant include pictures i dont know why. Since the triangles are similar you get the proportion 8m m17 cross multiply m2 136 so m 136.

Is 7 the solid line. The side opposite a 30 degree angle is the same as a side adjacent to 60 degree angle in a right triangle. What is the value of x in the diagram below a x find an answer to your question what is the value of x in the diagram below a x 12sqrt5b x 12sqrt14c x 4sqrt70d not enough information what is the value of x in the diagram below answer to what is the value of x in the diagram below.

Now i know how to do like the measure of angles you just subtract the two numbers and divide by two but i dont know how to do this. Theres two numbers 114 and 41 and arc wx is right by 41. What is the value of m in the figure below in this diagram and deltaabd and deltabcd.

What is the measure of arc wx shown in the diagram below. The values p q r and s represent numbers of students. But in the whole triangle m is the short leg and 17 is the hypotenuse.

On a unit circle the y sin distance of a 30 degree angle is the same as the x cos distance of a 60 degree angle. Rotate the diagram as shown below. Ive tried dropping perpendicular.

B i a student is selected at random. Venn diagram below shows the events art and music. The average daily temperature t in degrees fahrenheit for a city as a function of the month of the year m can be modeled by the equation mc026 1jpg where m 0 represents january 1 m 1 represents february 1 m 2 represents march 1 and so on.

If so how are we using that 7 as a base of the imaginary triangle drawn by the dotted lines. But i just need someone to explain to me how to do this. Use a swot diagram to help you do this.

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