Given the two triangles are similar, what are the values of q and t? Round to the nearest hundredth.

Question

Joanie · Answer

Set up proportions. 6/10 = 4.5/t. Cross multiply 6t = 45. Divide both sides of the equation by 6 and get t = 7.5. Next proportion is q/12.5 = 6/10. Cross multiply 10q = 750. Divide both sides of the equation by 10 and get q = 7,5.

Answered by Joanie | 2024-06-10

PiaDeveau · Answer

t = 7.5 cm , q= 7.5 cm. ;

PiaDeveau · Answer

The values of t and q in the similar triangles are both 7.5 cm. This was determined using the proportion of the corresponding sides. Therefore, t = 7.5 cm and q = 7.5 cm. 
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Given the two triangles are similar, what are the values of q and t? Round to the nearest hundredth.

Answer (3)

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