A fertile hypha that bears spores is called a _____.
(a) conidiophore
(b) saprophyte
(c) sporangiophore
(d) mycelium

A fertile hypha that bears spores is called a sporangiophore.

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Expert answered|patmarone|Points 4238|

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Asked 3/29/2012 11:05:55 AM

Updated 113 days ago|6/2/2020 4:44:09 PM

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Find the product.
-7(8 + k)
-56 + 7k
-7k - 56
-7k + 56

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Updated 6/11/2014 9:35:44 AM

1 Answer/Comment

-7(8 + k) = -7k - 56

Added 6/11/2014 9:35:44 AM

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Find the product. 2y2(3x + 5z) (a)5xy² + 7y²z (b)6xy² + 10y²z² (c)6xy² + 10y²z

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Updated 7/12/2014 6:55:45 AM

1 Answer/Comment

2y^2(3x + 5z)

= (2y^2)(3x) + (2y^2)(5z)

= 6xy^2 + 10y^2z

= (2y^2)(3x) + (2y^2)(5z)

= 6xy^2 + 10y^2z

Added 7/12/2014 6:55:45 AM

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Simplify 8y(y - 4) + 3y(y + 2).
(a)24y² - 26y
(b)11y² - 26y- 8
(c)11y²- 26y
(d)11y² - 8 **Weegy:** 8y(y - 4) + 3y(y + 2) = 11y²- 26y (More)

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Expert Answered

Updated 2/21/2014 11:50:32 AM

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Simplify 8y(y - 4) + 3y(y + 2).
24y² - 26y
11y² - 26y- 8
11y²- 26y
11y² - 8

Question

Updated 4/26/2018 7:36:15 AM

1 Answer/Comment

8y(y - 4) + 3y(y + 2)

= 8y^2 - 32y + 3y^2 + 6y

= 11y^2 - 26y

= 8y^2 - 32y + 3y^2 + 6y

= 11y^2 - 26y

Added 4/26/2018 7:36:15 AM

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Find the product.
a4(3a2 - 2a + 1)

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Updated 4/26/2018 7:37:30 AM

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a^4(3a^2 - 2a + 1)

= (a^4)(3a^2) + (a^4)(-2a) + (a^4)(1)

= 3a^6 - 2a^5 + a^4

= (a^4)(3a^2) + (a^4)(-2a) + (a^4)(1)

= 3a^6 - 2a^5 + a^4

Added 4/26/2018 7:37:30 AM

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