5. 5 to find the value of x in the figure 4 7. Error Analysis A student uses the proportion above. Explain why this proportion is incorrect and write a correct proportion. 1/6

Q: 1elupne on. 4 ft 2 ft 4 ft 2 ft 4 ft

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Q: Hihd the domain Of following fanction. us the Ratio test. (メ)

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Q: A D 22. Solve the proportion for d. 5d – 21 2 6 3 O d= 12 Od = 60 O d = 5 O d= 6

A: Here, we need to solve for d. So,                 5d-216=23⇒5d-21=4⇒5d=25⇒d=5

Q: Which estimate is closest to the actual value of (2.99548 x 1.8342) ?

A: We have to find the estimate which is closest to the actual value of  2.99548 × 1.8342  The first…

Q: What is the difference between a ratio, a fraction, and a proportion? With examples of each

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Q: Triangle FGH is the image that resulted from the dilation of Triangle TUV. Complete the proportion…

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Q: hypothesis test for proportion n=597 , p=81/597 and a=0.01 .what is the proportion

A: We have to find proportion value  for given data

Q: Solve the proportion. Write your answer as a simplified improper fraction if necessary. 4

A: We have to solve the proportion 59=x4

Q: 12. Solve the proportion for x. 2a – 4 2 7x + 8 5 e = 2 a = 1 I = -3 * = -9

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Q: 3. 1 40° 2. 2.

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Q: Use the diagram to find the missing measure. mWX Y W 75% 110°

A: From, the given figure, it can be concluded that: mXY⏜=110∘mWY⏜=75∘

Q: 4. The two are similar. What is the correct proportion for corresponding sides? 6 6 N 9 6 6 M

A: I am going to solve the problem by using some simple trigonometry to get the required result of the…

Q: Select ALL the scale factors that are a REDUCTION. 80% 6/5 1.5 0.75 2/3 130%

A: Scale factors which when multiplied by the quantity reduce it by some amount are called REDUCTION

Q: is one way to find the missing number in a proportion. adding O cross multiplication O crossing…

A: Given that we need to complete the following statement by using right option . As we know that to…

Q: Hypothesis Testing for Proportion:  how do you know to reject the claim and /or fail to to reject…

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Q: 2. FINDING A SCALE FACTOR You receive wallet-sized photos of your school picture. The photo is 2.5…

A: Given that you receive wallet-sized photos of your school picture. The photo is 2.5 inches by 3.5…

Q: What is the correct denominator for the repeated-measures F-ratio?

A: The F ratio for the repeated measures ANOVA is F = MSmodel/MSerror

Q: Find the proportion (thousandths) and percentage(tenths).  List_____________Frequency…

A: We can calculate the proportions  as Proportion = frequency/Total frequency

Q: The triangles in the figure below are similar. 6. 20 Which proportion is correct? 20 15 %3D 20 15…

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Q: In Exercises 1 and 2, the triangles a 1. TREES How tall is the tree? hm I. 0.45 m 0.3 m 2.2 m

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Q: ite an equation for the solid blue curve. -1. 14 e equation of the given curve in solid blue is. /pe…

A: Given query is to find equation of the curve.

Q: Solve the proportion. 2a + 8 3 a +5 8 1.

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Q: Two similar trapezoids are shown. I K Which proportion must be true? O MN MN %3D IJ KL O MN IJ %3D…

A: It  is given that the given trapezoids □LMNK  and  □HIJG are similar. Therefore,

Q: 70 Then write the equivalent ratios. 4. Rabbits 4. Hamsters 9. 54

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Q: 6. Solve for LM. Hint: Read your similarity statement. Set up a proportion, and solve for x first.…

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Q: nswer

A: It is given that, Michael Jordan's total was = 126 cm.  Your total was = 63.1 cm.

Q: Find the number that makes the ratio equivalent to 1:6. 8:

A: We can find the required answer as below.

Q: A pediatrician wants to determine the relation that may exist between a child's height and head…

A: The data shows the child's height and head circumference of 5 children.

Q: 8. 18 15 is similar. Write and solv sure. 10. 3 12.

A: We have to find the value of x according to the given information

Q: Solve for a to find the missing side in each right triangle. 2. 6. 1. 4. /27 1 4. 3. V10 12 3.

A: As we know that; The Pythagorean theorem: c2=a2+b2 Where; ''c'' is the hypotenuse, ''a''  &…

Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.